Study Guide

Objective

After passing the course the student is expected to:
- master a modeling program for creating 3D models (Siemens NX)
- be able to create 3-D models and 2-D dimension drawings of them.
- Understand the opportunities and benefits that 3-D modeling brings.
- be familiar with the connection between design models and other production processes.

Content

- Solid models
- Surface models
- Pipe models
- Sheet metal models
- Assemblies with moving parts

Materials

The material is available digitally in Moodle.

Evaluation scale

H-5

Assessment criteria, satisfactory (1)

Knows how 3D models are built up and is able to independently create simple 3D models.
Knows the relationship between 3D model and drawing.
Knows how 3D modeling affects other areas of mechanical engineering.

Assessment criteria, good (3)

Is able to independently build 3D models.
Understands the connections between 3D model and drawing and is able to document the 3D model.
Understands the principles with parameters.
Can basically take into account the impact of 3D modeling in other areas of mechanical engineering.

Assessment criteria, excellent (5)

Is able to independently build complex 3D models.
Can document 3D models according to technical drawing rules.
Can apply parameters in the construction of 3D models.
Is able to independently take into account 3D modeling's impact in other areas of mechanical engineering.

Qualifications

Technical drawings

Further information

The course can be conducted remotely.

Objective

- The course covers the basic concepts in electrical safety, electricity, electric motors and electrical installations.
- Students learn the central concepts and dangers that electricity can bring

Content

- Charges, Coulomb's law and electric fields
- Potential and voltage, current and resistance
Ohm's law
Kirchhoff's laws
- Electrical power and energy
- Alternating current (AC) and direct current (DC)
3-phase
Frequency
- Electric motors
Asynchronous motors
Synchronous motors
DC motors
- Electrical safety
- Electrical installation
Fuses
Residual current protection
Color marking of conductors

Location and time

Weeks 36 - 41

Materials

Compendium and textbook.

Teaching methods

Lectures
Practical calculation
Simulations
Self studies
Home exercises

Exam schedules

Week 41.

Completion alternatives

Written exam with possibility to get extra points from the home exercises.

Student workload

Altogether 81 hours, of which 36 hours are given as classroom education. Six weeks with three two-hour lectures per week.

Evaluation scale

H-5

Assessment criteria, satisfactory (1)

- Can solve simple calculations using Ohm's law, power law and Coulomb's law
- Knows the difference between AC voltage and DC voltage
- Can calculate the resistance of a conductor
- Knows the main types of electric motors
- Knows basic things about electrical safety
- Knows the color marking of conductors in electrical installations in buildings

Assessment criteria, good (3)

- Can calculate replacement resistance for series and parallel connected resistors
- Can calculate potential in circuits
- Can describe in more detail the difference between different types of electric motors
- Has a more detailed understanding of electrical safety
- Knows the role of a fuse and a residual current device in an electrical installation
- Understands the placement of the phases from a geometric perspective

Assessment criteria, excellent (5)

- Can calculate current and voltage in combined series and parallel connections of resistors
- Can calculate currents, voltages and phase differences in simple AC circuits

Assessment methods and criteria

The written exam has four questions with six points each. A total of 24 points. All questions are calculations.
Six points in a task require complete calculation with the right values ​​and the right answer.
Points are given for correct thinking, carelessness gives deductions.
The home exercises can give a maximum of six points extra.

Assessment criteria, fail (0)

Less than 8 points from the written exam.

Assessment criteria, satisfactory (1-2)

Grade 1: 8 - 11,5 points.
Grade 2: 12 - 15,5 points.

Assessment criteria, good (3-4)

Grade 3: 16 - 19,5 points.
Grade 4: 20 - 23,5 points.

Assessment criteria, excellent (5)

24 points and more.

Qualifications

No prerequisites

Objective

- The course covers the basic concepts in electrical safety, electricity, electric motors and electrical installations.
- Students learn the central concepts and dangers that electricity can bring

Content

- Charges, Coulomb's law and electric fields
- Potential and voltage, current and resistance
Ohm's law
Kirchhoff's laws
- Electrical power and energy
- Alternating current (AC) and direct current (DC)
3-phase
Frequency
- Electric motors
Asynchronous motors
Synchronous motors
DC motors
- Electrical safety
- Electrical installation
Fuses
Residual current protection
Color marking of conductors

Location and time

Weeks 36 - 41

Materials

Compendium and textbook.

Teaching methods

Lectures
Practical calculation
Simulations
Self studies
Home exercises

Exam schedules

Week 41.

Completion alternatives

Written exam with possibility to get extra points from the home exercises.

Student workload

Altogether 81 hours, of which 36 hours are given as classroom education. Six weeks with three two-hour lectures per week.

Evaluation scale

H-5

Assessment criteria, satisfactory (1)

- Can solve simple calculations using Ohm's law, power law and Coulomb's law
- Knows the difference between AC voltage and DC voltage
- Can calculate the resistance of a conductor
- Knows the main types of electric motors
- Knows basic things about electrical safety
- Knows the color marking of conductors in electrical installations in buildings

Assessment criteria, good (3)

- Can calculate replacement resistance for series and parallel connected resistors
- Can calculate potential in circuits
- Can describe in more detail the difference between different types of electric motors
- Has a more detailed understanding of electrical safety
- Knows the role of a fuse and a residual current device in an electrical installation
- Understands the placement of the phases from a geometric perspective

Assessment criteria, excellent (5)

- Can calculate current and voltage in combined series and parallel connections of resistors
- Can calculate currents, voltages and phase differences in simple AC circuits

Assessment methods and criteria

The written exam has four questions with six points each. A total of 24 points. All questions are calculations.
Six points in a task require complete calculation with the right values ​​and the right answer.
Points are given for correct thinking, carelessness gives deductions.
The home exercises can give a maximum of six points extra.

Assessment criteria, fail (0)

Less than 8 points from the written exam.

Assessment criteria, satisfactory (1-2)

Grade 1: 8 - 11,5 points.
Grade 2: 12 - 15,5 points.

Assessment criteria, good (3-4)

Grade 3: 16 - 19,5 points.
Grade 4: 20 - 23,5 points.

Assessment criteria, excellent (5)

24 points and more.

Qualifications

No prerequisites

Objective

- The course covers the basic concepts in electrical safety, electricity, electric motors and electrical installations.
- Students learn the central concepts and dangers that electricity can bring

Content

- Charges, Coulomb's law and electric fields
- Potential and voltage, current and resistance
Ohm's law
Kirchhoff's laws
- Electrical power and energy
- Alternating current (AC) and direct current (DC)
3-phase
Frequency
- Electric motors
Asynchronous motors
Synchronous motors
DC motors
- Electrical safety
- Electrical installation
Fuses
Residual current protection
Color marking of conductors

Materials

Course notes or similar material with theory and exercises
Course literature

Evaluation scale

H-5

Assessment criteria, satisfactory (1)

- Can solve simple calculations using Ohm's law, power law and Coulomb's law
- Knows the difference between AC voltage and DC voltage
- Can calculate the resistance of a conductor
- Knows the main types of electric motors
- Knows basic things about electrical safety
- Knows the color marking of conductors in electrical installations in buildings

Assessment criteria, good (3)

- Can calculate replacement resistance for series and parallel connected resistors
- Can calculate potential in circuits
- Can describe in more detail the difference between different types of electric motors
- Has a more detailed understanding of electrical safety
- Knows the role of a fuse and a residual current device in an electrical installation
- Understands the placement of the phases from a geometric perspective

Assessment criteria, excellent (5)

- Can calculate current and voltage in combined series and parallel connections of resistors
- Can calculate currents, voltages and phase differences in simple AC circuits

Qualifications

No prerequisites

Objective

After completing the course, the student should be able to describe energy use, energy sources, energy conversion processes and energy technical equipment. The student should be able to assess these, at a basic level, from a technical, economic and sustainability point of view.

Content

Energy use in Finland and globally
Energy sources and energy production
Energy engineering apparatus
Energy conversion, storage and transport
Fuels and combustion technology
Combustion engines and other heat engines
Power production
Sustainability and environmental aspects of energy production
Energy economy

Evaluation scale

H-5

Assessment criteria, satisfactory (1)

Can describe the usual energy sources and extraction methods.
Can describe apparatus and central processes in energy production and energy use and can say where they are used.
Can describe the main features of energy supply and use in Finland and globally.
Can mention the most important environmental aspects of energy production and energy use.
Can list the greenhouse gases and describe how and where they are emitted.
Can explain the central cost components of energy production.

Assessment criteria, good (3)

Can compare different energy sources regarding properties and limitations.
Can compare properties and limitations of equipment and processes in energy technology. Can explain the operating principle of energy engineering equipment.
Can compare energy supply and consumption in Finland, neighboring countries and other important countries.
Can name methods for reducing the environmental impact and can explain their operating principle.
Can compare the climate impact fof different forms of energy production.
Can compare the costs of the most common forms of energy production.

Assessment criteria, excellent (5)

Can describe development trends and be able to assess the development opportunities for new energy sources and new types of energy equipment.
Can explain the underlying causes of differences in energy supply and energy use between different countries and regions.
Can assess methods for reducing environmental impact from a technical and economic perspective.
Can describe how the greenhouse effect works and can explain the most important mechanisms in the climate system.
Can make a profitability calculation for simple energy-technical investments.

Qualifications

Hydromechanics and Thermal Physics (recommended)

Objective

After completing the course, the student should be able to describe energy use, energy sources, energy conversion processes and energy technical equipment. The student should be able to assess these, at a basic level, from a technical, economic and sustainability point of view.

Content

Energy use in Finland and globally
Energy sources and energy production
Energy engineering apparatus
Energy conversion, storage and transport
Fuels and combustion technology
Combustion engines and other heat engines
Power production
Sustainability and environmental aspects of energy production
Energy economy

Location and time

Autumn-Winter 2024 Place: Vaasa Campus
Lectures in class are held in Novia according to the schedule in Peppi/Tuudo.

The time for submission of assessed material and any additional materials is within the lecture lesson schedule - or no later than two weeks after the last lesson.

Materials

Course documentation is within Moodle together with relevant teaching materials and reference documents

Teaching methods

Competence objectives of the study unit
After completing the course, the student should be able to describe energy use, energy sources, energy conversion processes and energy technical equipment. The student should be able to assess these, at a basic level, from a technical, economic and sustainability point of view.

Format of delivery
Lectures, and directed self-study

Information and study materials are provided in Moodle for the course

Exam schedules

Moodle and in-class directed exams (x4) are held at week intervals

Final exam to be held in 48 with resit exam held in 49

Final resit exam to be held January 2025

Student workload

3 ETCS = 81 hours

Contact teaching ~ 20 hr
Independent studying and preparation ~ 60 hr

Evaluation scale

H-5

Assessment criteria, satisfactory (1)

Can describe the usual energy sources and extraction methods.
Can describe apparatus and central processes in energy production and energy use and can say where they are used.
Can describe the main features of energy supply and use in Finland and globally.
Can mention the most important environmental aspects of energy production and energy use.
Can list the greenhouse gases and describe how and where they are emitted.
Can explain the central cost components of energy production.

Assessment criteria, good (3)

Can compare different energy sources regarding properties and limitations.
Can compare properties and limitations of equipment and processes in energy technology. Can explain the operating principle of energy engineering equipment.
Can compare energy supply and consumption in Finland, neighboring countries and other important countries.
Can name methods for reducing the environmental impact and can explain their operating principle.
Can compare the climate impact fof different forms of energy production.
Can compare the costs of the most common forms of energy production.

Assessment criteria, excellent (5)

Can describe development trends and be able to assess the development opportunities for new energy sources and new types of energy equipment.
Can explain the underlying causes of differences in energy supply and energy use between different countries and regions.
Can assess methods for reducing environmental impact from a technical and economic perspective.
Can describe how the greenhouse effect works and can explain the most important mechanisms in the climate system.
Can make a profitability calculation for simple energy-technical investments.

Assessment methods and criteria

The following criteria are used for evaluation:

1. Moodle in-class multichoice and directed study exam(s) - account for 50% of the grade
2. Final exam - account for 50% of the grade

The course grade is based on the total % from these components

Students are able to assess their progress as they complete the course

Assessment criteria, fail (0)

<40% of the maximum number of credits earned in the assignments

Assessment criteria, satisfactory (1-2)

40-59% (=1) or 60-69% (=2) of the maximum number of credits earned in the assignments respectively

Assessment criteria, good (3-4)

70-79% (=3) or 80-89% (=4) of the maximum number of credits earned in the examination respectively

Assessment criteria, excellent (5)

90-100% (=5) of the maximum number of credits earned in the examination respectively

Qualifications

Hydromechanics and Thermal Physics (recommended)

Objective

After completing the course, the student should be able to describe energy use, energy sources, energy conversion processes and energy technical equipment. The student should be able to assess these, at a basic level, from a technical, economic and sustainability point of view.

Content

Energy use in Finland and globally
Energy sources and energy production
Energy engineering apparatus
Energy conversion, storage and transport
Fuels and combustion technology
Combustion engines and other heat engines
Power production
Sustainability and environmental aspects of energy production
Energy economy

Evaluation scale

H-5

Assessment criteria, satisfactory (1)

Can describe the usual energy sources and extraction methods.
Can describe apparatus and central processes in energy production and energy use and can say where they are used.
Can describe the main features of energy supply and use in Finland and globally.
Can mention the most important environmental aspects of energy production and energy use.
Can list the greenhouse gases and describe how and where they are emitted.
Can explain the central cost components of energy production.

Assessment criteria, good (3)

Can compare different energy sources regarding properties and limitations.
Can compare properties and limitations of equipment and processes in energy technology. Can explain the operating principle of energy engineering equipment.
Can compare energy supply and consumption in Finland, neighboring countries and other important countries.
Can name methods for reducing the environmental impact and can explain their operating principle.
Can compare the climate impact fof different forms of energy production.
Can compare the costs of the most common forms of energy production.

Assessment criteria, excellent (5)

Can describe development trends and be able to assess the development opportunities for new energy sources and new types of energy equipment.
Can explain the underlying causes of differences in energy supply and energy use between different countries and regions.
Can assess methods for reducing environmental impact from a technical and economic perspective.
Can describe how the greenhouse effect works and can explain the most important mechanisms in the climate system.
Can make a profitability calculation for simple energy-technical investments.

Qualifications

Hydromechanics and Thermal Physics (recommended)

Objective

After completing the course, the student should be able to describe energy use, energy sources, energy conversion processes and energy technical equipment. The student should be able to assess these, at a basic level, from a technical, economic and sustainability point of view.

Content

Energy use in Finland and globally
Energy sources and energy production
Energy engineering apparatus
Energy conversion, storage and transport
Fuels and combustion technology
Combustion engines and other heat engines
Power production
Sustainability and environmental aspects of energy production
Energy economy

Evaluation scale

H-5

Assessment criteria, satisfactory (1)

Can describe the usual energy sources and extraction methods.
Can describe apparatus and central processes in energy production and energy use and can say where they are used.
Can describe the main features of energy supply and use in Finland and globally.
Can mention the most important environmental aspects of energy production and energy use.
Can list the greenhouse gases and describe how and where they are emitted.
Can explain the central cost components of energy production.

Assessment criteria, good (3)

Can compare different energy sources regarding properties and limitations.
Can compare properties and limitations of equipment and processes in energy technology. Can explain the operating principle of energy engineering equipment.
Can compare energy supply and consumption in Finland, neighboring countries and other important countries.
Can name methods for reducing the environmental impact and can explain their operating principle.
Can compare the climate impact fof different forms of energy production.
Can compare the costs of the most common forms of energy production.

Assessment criteria, excellent (5)

Can describe development trends and be able to assess the development opportunities for new energy sources and new types of energy equipment.
Can explain the underlying causes of differences in energy supply and energy use between different countries and regions.
Can assess methods for reducing environmental impact from a technical and economic perspective.
Can describe how the greenhouse effect works and can explain the most important mechanisms in the climate system.
Can make a profitability calculation for simple energy-technical investments.

Qualifications

Hydromechanics and Thermal Physics (recommended)

Objective

Upon completion of the course, the student should be familiar with the main aspects of occupational safety legislation and be able to use support materials available on the websites of different actors (e.g. TTK, TTL, worker protection)

Content

Review of the main points of the labour protection legislation and the support material
Found on different actors (TTK, TTL, worker protection. Fi)) websites. Implementation and
Evaluation of risk mapping.

Location and time

According to schedule

Materials

- Current legislation in the field of occupational health and safety
- Materials from eg. the website of the Workplace Safety Center
- Occupational Safety Course (TTK)

Teaching methods

- Lectures
- Group assignment

Employer connections

The course includes group work with benchmarking in the group chosen by the group

Exam schedules

- Exam at the end of the course
- The group assignment is ongoing through the course. Towards the end of the course, the benchmarking information is presented orally and in written report form

Student workload

1/3 Lectures
1/3 Group assignment
1/3 Preparation for exam

Content scheduling

Lectures the whole course
Group assignment the whole course. Presentations held towards the end of the course
Exam et the end of the course

Evaluation scale

H-5

Assessment criteria, satisfactory (1)

-Know the main basics of how worker protection is built up and implemented

Assessment criteria, good (3)

Be able to carry out risk mapping independently or in groups and be able to use support literature as justification for proposed improvement measures

Assessment criteria, excellent (5)

Be able to comprehensively and critically describe how the worker protection is built up and
Risk mapping is carried out in a company.

Assessment criteria, approved/failed

-Tent (s) should be completed with approved ratings.
-Work should demonstrate sufficient basic knowledge of the subject.
-Sufficient and active participation in the course.

Assessment methods and criteria

- Tent
- Assessment of benchmarking data
- Attendance

Assessment criteria, fail (0)

- Low participation in lectures (less than 30%)
- Result in exam failed
- Not participated in all parts of the group work.

Assessment criteria, satisfactory (1-2)

Participation in the course (over 30%)
Passed result in exam and participation in the group work and approved result in it.

Assessment criteria, good (3-4)

Active participation on the course
Exam results

Assessment criteria, excellent (5)

Can apply actual legislation for work labour and can in detail explain different parts of worklabour safety
Exam result

Qualifications

-No prior knowledge required

Objective

After the course is completed should the student be able to:
- describe bookkeeping as a part value chain and in the society
- describe and use central concepts and terminology in bookkeeping
- have a general idea about, VAT regulation, auditing, bookkeeping law
- make a income statement and balance sheet.
- to do practical bookkeeping, wage calculations, and about the closing of the books
- to be able to do reporting in www.vero.fi

Content

- bookkeeping laws and regulation, purpose of bookkeeping
- double entry bookkeeping
- bookkeeping in practice, opening balance, business transactions,
- wage calculations and bookkeeping
- bookkeeping as a basis for decisions
- reporting and responsibilities

Evaluation scale

H-5

Assessment criteria, satisfactory (1)

The student is familiar with the accounting documentation structure and can perform simple accounting entries, bookkeeping and compile simple results. The student understands the importance of bookkeeping as a tool for documentation and monitoring of business profitability in an own company and in companies owned by others. The student realizes that bookkeeping exists, that it is governed by current legislation and needed as a tool in business. Bookkeeping is about crunching numbers.The student is familiar with the fact that bookkeeping is a generally and internationally standardized financial monitoring tool in companies and other organizations, IAS, IFRS, GRI. The student knows that bookkeeping can be done by the company or by authorized external actors. Knows where advice and guidance is available, such as the tax administration, tax authorities, chambers of commerce and business organizations.

Assessment criteria, good (3)

The student understands and can analyze the content of the numbers and understands simple links between transactions, bookkeeping and income statement and balance sheet. Can calculate key figures. The student understands the meaning of bookkeeping for different types of companies. He/she reflects on and can describe the this field's technology development such as an opening for digitalization or robotization. The student can perform bookkeeping transactions manually and by using computer programs. He/she can draw up the income statement and balance sheet and explain the importance of auditing and business audits in operations. The student has read business reports in different languages. He/she recognizes the need for accounting communication within international companies. The student can participate in decisions regarding bookkeeping internally or externally. He/she has competence to search for information regarding educational opportunities/opportunities for further education regarding the field of bookkeeping and accounting.

Assessment criteria, excellent (5)

The student can analyze figures in the income statement and balance sheet along with basic notes. The student can compare branch-specific and company-specific accounting records at a basic level. The student can participate in conversations about the company's financial function and then use basic accounting terminology. He/she may request or develop basic reports such as the opening balance sheet, the daybook, the ledger, the income statement and the balance sheet together with comments regarding bookkeeping transactions. The student recognizes the importance of following changes regarding the complexity of bookkeeping, taxation, legislation and recommendations as well as reporting. The student can read and present simple interpretations of international accounting information based on bookkeeping transactions.The student understands that bookkeeping is something that is constantly changing in terms of tools, legislation and practices, and that the development in society in general influences and affects.

Qualifications

Basic Business Economy

Objective

The course deals with cutting machining with focus on numerically controlled machining machines. After completing the course, students are expected to have broad-based insights into cutting machining methods and techniques. Students should be able to independently carry out programming of numerically controlled processing machines and use CAD / CAM programs. Students should also have good insights into the parameters that affect manufacturing costs and efficiency.

Content

Cutting processing
- CNC programming, lathe
- CNC programming, milling
- Laboratories, lathe
- Laboratory, milling

Evaluation scale

H-5

Assessment criteria, satisfactory (1)

Knows and identifies manufacturing methods

Know the basics of CNC programming. Is in agreement with the machinery used in the engineering industry.

Knows different types of cutting tools.

Assessment criteria, good (3)

Understands the possibilities of different manufacturing methods in the manufacturing process

Can independently perform simpler CNC programming.

Can independently select suitable tools for the most basic machining work and know the most basic factors in optimizing the manufacturing process.

Assessment criteria, excellent (5)

Can independently:
- select appropriate manufacturing methods in the manufacture of components
- program more advanced machining cycles and subprograms.
- choose suitable tools for most machining methods and be able to optimize the manufacturing process.

Qualifications

Manufacturing Technology

Location and time

3.2-7.3.2025

Teaching methods

Tutorial course on the platform Moodle.

Evaluation scale

Approved/Rejected

Objective

The student understands how, where and when to use the two basic concepts in mathematical analysis: derivation and integration.
The student can apply derivation and integration to various problems within their own field of study.
The student can use mathematical software to analyze measured data ​​or other collected data sets.

Content

- Limit calculations
- Definition of derivatives
- Tangent and linearisation
- Derivation rules
- Extreme value problems
- Second derivative and convexity
- Applications of derivatives in different fields
- Numerical derivation
- Primitive function (antiderivative)
- Definition of integrals
- Integration rules
- Area calculations, volume integrals
- Integral applications from own specialist area
- Numerical integration
- Mathematical software (Mathcad, Matlab, GeoGebra or equivalent) as a tool for solving problems

Evaluation scale

H-5

Assessment criteria, satisfactory (1)

Derivatives: Basic understanding of the concept of derivatives. Master simple derivation rules.
Integrals: Basic understanding of the integral concept. Master simple integration rules.
Modeling and numerical methods: Have some understanding of how to make a mathematical model and how it can be solved numerically.

Assessment criteria, good (3)

Derivatives: Is able to solve common types of extreme value problems using derivatives
Integrals: Is able to calculate areas and volumes using integrals. Is able to solve mechanical problems using integrals.
Modeling and numerical methods: Understands how to make a mathematical model and how it can be solved numerically.

Assessment criteria, excellent (5)

Derivatives: Can apply theory to more complicated applications and calculations.
Integrals: Can apply the theory to more complicated applications and calculations (rotational surfaces, arc lengths, etc.).
Modeling and numerical methods: Can construct and numerically solve more complicated models with calculation software.

Qualifications

Functions and equations 1,
Geometry and vectors,
Functions and equations 2.

Objective

The student understands how, where and when to use the two basic concepts in mathematical analysis: derivation and integration.
The student can apply derivation and integration to various problems within their own field of study.
The student can use mathematical software to analyze measured data ​​or other collected data sets.

Content

- Limit calculations
- Definition of derivatives
- Tangent and linearisation
- Derivation rules
- Extreme value problems
- Second derivative and convexity
- Applications of derivatives in different fields
- Numerical derivation
- Primitive function (antiderivative)
- Definition of integrals
- Integration rules
- Area calculations, volume integrals
- Integral applications from own specialist area
- Numerical integration
- Mathematical software (Mathcad, Matlab, GeoGebra or equivalent) as a tool for solving problems

Evaluation scale

H-5

Assessment criteria, satisfactory (1)

Derivatives: Basic understanding of the concept of derivatives. Master simple derivation rules.
Integrals: Basic understanding of the integral concept. Master simple integration rules.
Modeling and numerical methods: Have some understanding of how to make a mathematical model and how it can be solved numerically.

Assessment criteria, good (3)

Derivatives: Is able to solve common types of extreme value problems using derivatives
Integrals: Is able to calculate areas and volumes using integrals. Is able to solve mechanical problems using integrals.
Modeling and numerical methods: Understands how to make a mathematical model and how it can be solved numerically.

Assessment criteria, excellent (5)

Derivatives: Can apply theory to more complicated applications and calculations.
Integrals: Can apply the theory to more complicated applications and calculations (rotational surfaces, arc lengths, etc.).
Modeling and numerical methods: Can construct and numerically solve more complicated models with calculation software.

Qualifications

Functions and equations 1,
Geometry and vectors,
Functions and equations 2.

Objective

The student understands how, where and when to use the two basic concepts in mathematical analysis: derivation and integration.
The student can apply derivation and integration to various problems within their own field of study.
The student can use mathematical software to analyze measured data ​​or other collected data sets.

Content

- Limit calculations
- Definition of derivatives
- Tangent and linearisation
- Derivation rules
- Extreme value problems
- Second derivative and convexity
- Applications of derivatives in different fields
- Numerical derivation
- Primitive function (antiderivative)
- Definition of integrals
- Integration rules
- Area calculations, volume integrals
- Integral applications from own specialist area
- Numerical integration
- Mathematical software (Mathcad, Matlab, GeoGebra or equivalent) as a tool for solving problems

Evaluation scale

H-5

Assessment criteria, satisfactory (1)

Derivatives: Basic understanding of the concept of derivatives. Master simple derivation rules.
Integrals: Basic understanding of the integral concept. Master simple integration rules.
Modeling and numerical methods: Have some understanding of how to make a mathematical model and how it can be solved numerically.

Assessment criteria, good (3)

Derivatives: Is able to solve common types of extreme value problems using derivatives
Integrals: Is able to calculate areas and volumes using integrals. Is able to solve mechanical problems using integrals.
Modeling and numerical methods: Understands how to make a mathematical model and how it can be solved numerically.

Assessment criteria, excellent (5)

Derivatives: Can apply theory to more complicated applications and calculations.
Integrals: Can apply the theory to more complicated applications and calculations (rotational surfaces, arc lengths, etc.).
Modeling and numerical methods: Can construct and numerically solve more complicated models with calculation software.

Qualifications

Functions and equations 1,
Geometry and vectors,
Functions and equations 2.

Objective

The student understands how, where and when to use the two basic concepts in mathematical analysis: derivation and integration.
The student can apply derivation and integration to various problems within their own field of study.
The student can use mathematical software to analyze measured data ​​or other collected data sets.

Content

- Limit calculations
- Definition of derivatives
- Tangent and linearisation
- Derivation rules
- Extreme value problems
- Second derivative and convexity
- Applications of derivatives in different fields
- Numerical derivation
- Primitive function (antiderivative)
- Definition of integrals
- Integration rules
- Area calculations, volume integrals
- Integral applications from own specialist area
- Numerical integration
- Mathematical software (Mathcad, Matlab, GeoGebra or equivalent) as a tool for solving problems

Evaluation scale

H-5

Assessment criteria, satisfactory (1)

Derivatives: Basic understanding of the concept of derivatives. Master simple derivation rules.
Integrals: Basic understanding of the integral concept. Master simple integration rules.
Modeling and numerical methods: Have some understanding of how to make a mathematical model and how it can be solved numerically.

Assessment criteria, good (3)

Derivatives: Is able to solve common types of extreme value problems using derivatives
Integrals: Is able to calculate areas and volumes using integrals. Is able to solve mechanical problems using integrals.
Modeling and numerical methods: Understands how to make a mathematical model and how it can be solved numerically.

Assessment criteria, excellent (5)

Derivatives: Can apply theory to more complicated applications and calculations.
Integrals: Can apply the theory to more complicated applications and calculations (rotational surfaces, arc lengths, etc.).
Modeling and numerical methods: Can construct and numerically solve more complicated models with calculation software.

Qualifications

Functions and equations 1,
Geometry and vectors,
Functions and equations 2.

Objective

The student understands how, where and when to use the two basic concepts in mathematical analysis: derivation and integration.
The student can apply derivation and integration to various problems within their own field of study.
The student can use mathematical software to analyze measured data ​​or other collected data sets.

Content

- Limit calculations
- Definition of derivatives
- Tangent and linearisation
- Derivation rules
- Extreme value problems
- Second derivative and convexity
- Applications of derivatives in different fields
- Numerical derivation
- Primitive function (antiderivative)
- Definition of integrals
- Integration rules
- Area calculations, volume integrals
- Integral applications from own specialist area
- Numerical integration
- Mathematical software (Mathcad, Matlab, GeoGebra or equivalent) as a tool for solving problems

Evaluation scale

H-5

Assessment criteria, satisfactory (1)

Derivatives: Basic understanding of the concept of derivatives. Master simple derivation rules.
Integrals: Basic understanding of the integral concept. Master simple integration rules.
Modeling and numerical methods: Have some understanding of how to make a mathematical model and how it can be solved numerically.

Assessment criteria, good (3)

Derivatives: Is able to solve common types of extreme value problems using derivatives
Integrals: Is able to calculate areas and volumes using integrals. Is able to solve mechanical problems using integrals.
Modeling and numerical methods: Understands how to make a mathematical model and how it can be solved numerically.

Assessment criteria, excellent (5)

Derivatives: Can apply theory to more complicated applications and calculations.
Integrals: Can apply the theory to more complicated applications and calculations (rotational surfaces, arc lengths, etc.).
Modeling and numerical methods: Can construct and numerically solve more complicated models with calculation software.

Qualifications

Functions and equations 1,
Geometry and vectors,
Functions and equations 2.

Objective

The student :
- understands the importance and use of differential equations in technical contexts
- is able to solve simple first-order differential equations
- is familiar with the method of solving linear second-order differential equations
- is able to use use mathematical software to numerically solve differential equations
- is able to use differential equations to model and solve technical problems.

Content

- Derivation rules and primitive functions
- Solving separable differential equations and first-order linear differential equations
- Modeling problems using differential equations
- Solving second-order differential equations with constant coefficients (oscillations)
- Discretization and numerical solution of differential equations using Euler's method
- Solving differential equations using Excel, Mathcad

Evaluation scale

H-5

Assessment criteria, satisfactory (1)

Recognizes differential equations.
Can solve simple separable differential equations.
Can solve homogeneous second-order differential equations by using the characteristic equation.
Understands the importance and use of differential equations in technical contexts.
Can use software to numerically solve simple differential equations.

Assessment criteria, good (3)

Can perform simple modeling
Is able to solve separable differential equations and simple linear first-order differential equations.
Can solve second-order differential equations with constant coefficients.
Is able to use simple methods for numerically solving differential equations.

Assessment criteria, excellent (5)

Can perform more demanding modeling .
Is able to solve first-order differential equations.
Understands the oscillator equation and can use it to model mechanical and electrical oscillations.
Can independently model and solve more demanding problems numerically using mathematical software.

Qualifications

Functions and Equations 1,
Geometry and Vectors,
Functions and Equations 2,
Derivatives and Integrals.

Objective

The student :
- understands the importance and use of differential equations in technical contexts
- is able to solve simple first-order differential equations
- is familiar with the method of solving linear second-order differential equations
- is able to use use mathematical software to numerically solve differential equations
- is able to use differential equations to model and solve technical problems.

Content

- Derivation rules and primitive functions
- Solving separable differential equations and first-order linear differential equations
- Modeling problems using differential equations
- Solving second-order differential equations with constant coefficients (oscillations)
- Discretization and numerical solution of differential equations using Euler's method
- Solving differential equations using Excel, Mathcad

Evaluation scale

H-5

Assessment criteria, satisfactory (1)

Recognizes differential equations.
Can solve simple separable differential equations.
Can solve homogeneous second-order differential equations by using the characteristic equation.
Understands the importance and use of differential equations in technical contexts.
Can use software to numerically solve simple differential equations.

Assessment criteria, good (3)

Can perform simple modeling
Is able to solve separable differential equations and simple linear first-order differential equations.
Can solve second-order differential equations with constant coefficients.
Is able to use simple methods for numerically solving differential equations.

Assessment criteria, excellent (5)

Can perform more demanding modeling .
Is able to solve first-order differential equations.
Understands the oscillator equation and can use it to model mechanical and electrical oscillations.
Can independently model and solve more demanding problems numerically using mathematical software.

Qualifications

Functions and Equations 1,
Geometry and Vectors,
Functions and Equations 2,
Derivatives and Integrals.

Objective

The student:
- knows the basic concepts of electricity and magnetism
- knows how to analyze simple DC circuits.

Content

Charges, Coulomb's law and electric fields
Potential and voltage
Current, resistance, Ohm's law and Kirchhoff's laws
Electrical power and energy
Potential in electrical circuits
Voltage sources

Application according to specific education may occur.

Materials

Course notes or similar material with theory and exercises
Course literature

Evaluation scale

H-5

Assessment criteria, satisfactory (1)

- Knows the interactions between electricity and magnetism
- Knows how voltage sources and resistors act in a circuit
- Can calculate the resistance of a conductor
- Can calculate the heat effect in a resistor
- Can calculate currents and voltages in simple circuits
- Can calculate voltage and current using resistances

Assessment criteria, good (3)

- Can calculate resistance for serial and parallel connections
- Can take into account the internal resistance in a voltage source
- Can calculate potential in circuits
- Can calculate currents with the help of Kirchoff laws.

Assessment criteria, excellent (5)

- Can calculate currents in a circuit with the help of superposition of voltage sources
- Can calculate currents and voltages for Y- and deltaconnected resistances
- Can optimize power for DC-circuits.

Qualifications

No prerequisites

Objective

The student:
- knows the basic concepts of electricity and magnetism
- knows how to analyze simple DC circuits.

Content

Charges, Coulomb's law and electric fields
Potential and voltage
Current, resistance, Ohm's law and Kirchhoff's laws
Electrical power and energy
Potential in electrical circuits
Voltage sources

Application according to specific education may occur.

Materials

Course notes or similar material with theory and exercises
Course literature

Evaluation scale

H-5

Assessment criteria, satisfactory (1)

- Knows the interactions between electricity and magnetism
- Knows how voltage sources and resistors act in a circuit
- Can calculate the resistance of a conductor
- Can calculate the heat effect in a resistor
- Can calculate currents and voltages in simple circuits
- Can calculate voltage and current using resistances

Assessment criteria, good (3)

- Can calculate resistance for serial and parallel connections
- Can take into account the internal resistance in a voltage source
- Can calculate potential in circuits
- Can calculate currents with the help of Kirchoff laws.

Assessment criteria, excellent (5)

- Can calculate currents in a circuit with the help of superposition of voltage sources
- Can calculate currents and voltages for Y- and deltaconnected resistances
- Can optimize power for DC-circuits.

Qualifications

No prerequisites

Objective

After completing the course, the student should have hands-on experience of apparatus and measurement methods used in energy engineering . The student should be able to analyze measured, interpret results, and present calculations and conclusions in written form.

Content

Exercises with available equipment, for example:
Heat flow through insulated walls
Heat exchanger
Pipe flow
Pump and fan
Compressor
Refrigeration uni
ORC unit
Solar cells and solar panels
Pelton turbine

Evaluation scale

H-5

Assessment criteria, satisfactory (1)

Has participated in all laboratory sessions.
Can interpret meters and register data correctly.
Can keep systematic notes on the measurement procedure.
Can, in most cases, apply formulas correctly in calculations based on measured quantities.
Can write a report that contains all the essential structural elements and present results in an understandable way.

Assessment criteria, good (3)

Can describe the design and operating principle of used equipment.
Can choose device settings to achieve reasonable accuracy and variation in measured data.
Can judge whether calculated results are reasonable and are consistent with theory.
Can write a report that is essentially correct regarding units, notations, rounding, table structure and graphical presentation.

Assessment criteria, excellent (5)

Can explain how and why measured quantities are related to each other.
Can plan a series of measurements so that the measurement procedure is efficient and systematic and that the obtained data covers the entire available area in a representative way.
Can make relevant and accurate conclusions based on measured data and calculated results.
Can identify possible sources of error and suggest improvements in the experimental procedure.
Can write a report that is balanced, economical and virtually free of formal errors.
Can present data and the analysis process in a systematic and easy to read manner.

Qualifications

None

Objective

Cross-cultural communication

At the end of the course, the students have become familiar with the concept of cross-cultural communication, being able to identify, discuss and solve possible cultural collisions and challenges. The students are able to present their culture and compare the cultural dimensions of (a) culture with another. The students are aware of the cultural variety and the specific cultural features in Finland.

Academic writing and technical English

The students recognize the three varieties of the English language and can identify the styles and contexts where they are used. The students can identify and create engineering related documents using the appropriate style. The students get to know the special features of written academic English and know how to apply the academic style to their own written documents.

Content

-Cross-cultural communication
-academic writing

Materials

Teacher's own material

Evaluation scale

H-5

Assessment criteria, satisfactory (1)

Student demonstrates satisfactory skills in academic writing and understanding cross-cultural dimensions.

Assessment criteria, good (3)

Student demonstrates good skills in academic writing and understanding cross-cultural dimensions.

Assessment criteria, excellent (5)

Student demonstrates excellent skills in academic writing and understanding cross-cultural dimensions.

Assessment criteria, approved/failed

-insufficient attendance, incomplete assignments

Qualifications

No criteria

Objective

Cross-cultural communication

At the end of the course, the students have become familiar with the concept of cross-cultural communication, being able to identify, discuss and solve possible cultural collisions and challenges. The students are able to present their culture and compare the cultural dimensions of (a) culture with another. The students are aware of the cultural variety and the specific cultural features in Finland.

Academic writing and technical English

The students recognize the three varieties of the English language and can identify the styles and contexts where they are used. The students can identify and create engineering related documents using the appropriate style. The students get to know the special features of written academic English and know how to apply the academic style to their own written documents.

Content

-Cross-cultural communication
-academic writing

Materials

Teacher's own material

Teaching methods

On campus

Exam schedules

Essay

Student workload

27h/sp = 81 h

Evaluation scale

H-5

Assessment criteria, satisfactory (1)

Student demonstrates satisfactory skills in academic writing and understanding cross-cultural dimensions.

Assessment criteria, good (3)

Student demonstrates good skills in academic writing and understanding cross-cultural dimensions.

Assessment criteria, excellent (5)

Student demonstrates excellent skills in academic writing and understanding cross-cultural dimensions.

Assessment criteria, approved/failed

-insufficient attendance, incomplete assignments

Assessment methods and criteria

Approved assignments and oral presentation, participation in class

Assessment criteria, fail (0)

The student has not followed the instructions of the assignments and demonstrates a lack of understanding of the course material.
The assignments are inadequate or lacking.
The student has not participated during the course.

Assessment criteria, satisfactory (1-2)

The student has partly followed the instructions of the assignments and demonstrates a basic understanding of the course material.
The contents of submitted assignments are satisfactory.
The student has participated in the course, but the commitment and activity have been low or satisfactory.

Assessment criteria, good (3-4)

The student demonstrates a good understanding of the course material and is able to draw on the literature.
The student can reflect on and motivate their point of view.
The student has almost or completely fulfilled the instructions of the assignments.
The contents of submitted assignments are good.
The student has participated actively in the course and demonstrates commitment towards the course contents and course assignments.

Assessment criteria, excellent (5)

The student has fulfilled the instructions of the assignments and demonstrates an excellent understanding of the course material.
The contents of submitted assignments are excellent and the assignments have been executed exceptionally well.
The student has been active during the course and demonstrates extra commitment towards and interest in the course contents and course assignments.
The student has a deep understanding of the course contents and is able to use that knowledge in their future profession.

Qualifications

No criteria

Objective

The main objective is to train students from different countries and different disciplines to work together in multi-cultural and multi-disciplinary groups. The students work together to execute an integrated engineering, design and business project, focusing on:

• The development of personal competences, especially the ability to work and communicate within cross-cultural groups.

• The interrelated work of several disciplines like mechanical & electrical engineering, information technology, business & management, etc.

Content

A project performed by a multi-national, multi-disciplinary team of 3 to 6 students. This is the main content of the semester. In the beginning of the semester, the available projects are presented after which the students are given the opportunity to give their preferences for which project they want to participate in. The students are then divided into teams in the beginning of the semester based on their own preferences, major studies, and nationality. The aim is to have a good mix of both nationalities and competences in each team.
The EPS-projects at Novia UAS are typically in the fields of renewable energy, energy saving, robotics and “cleantec” but other topics can occur. The students should note that the aim in EPS is not only to have multidisciplinary teams, but also multidisciplinary projects. This means that one project typically requires different competencies.

Evaluation scale

H-5

Assessment criteria, satisfactory (1)

See the EPS Course Book

Assessment criteria, good (3)

See the EPS Course Book

Assessment criteria, excellent (5)

See the EPS Course Book

Assessment criteria, approved/failed

See the EPS Course Book

Qualifications

Two years of Engineering studies.

Objective

The main objective is to train students from different countries and different disciplines to work together in multi-cultural and multi-disciplinary groups. The students work together to execute an integrated engineering, design and business project, focusing on:

• The development of personal competences, especially the ability to work and communicate within cross-cultural groups.

• The interrelated work of several disciplines like mechanical & electrical engineering, information technology, business & management, etc.

Content

A project performed by a multi-national, multi-disciplinary team of 3 to 6 students. This is the main content of the semester. In the beginning of the semester, the available projects are presented after which the students are given the opportunity to give their preferences for which project they want to participate in. The students are then divided into teams in the beginning of the semester based on their own preferences, major studies, and nationality. The aim is to have a good mix of both nationalities and competences in each team.
The EPS-projects at Novia UAS are typically in the fields of renewable energy, energy saving, robotics and “cleantec” but other topics can occur. The students should note that the aim in EPS is not only to have multidisciplinary teams, but also multidisciplinary projects. This means that one project typically requires different competencies.

Evaluation scale

H-5

Assessment criteria, satisfactory (1)

See the EPS Course Book

Assessment criteria, good (3)

See the EPS Course Book

Assessment criteria, excellent (5)

See the EPS Course Book

Assessment criteria, approved/failed

See the EPS Course Book

Qualifications

Two years of Engineering studies.

Objective

The student
-develops and demonstrates their ability to use their skills and knowledge in a way that's relevant to their studies
-is able to reflect, document and report on their development process
-is able to present their work in a professional way
-is able to think critically and analytically
-is able to demonstrate their professional competence

Content

Degree project according to the department's instruction.

Evaluation scale

H-5

Assessment criteria, satisfactory (1)

According to the evaluation matrix of the institution

Assessment criteria, good (3)

According to the evaluation matrix of the institution

Assessment criteria, excellent (5)

According to the evaluation matrix of the institution

Qualifications

No demand on previous knowledge.

Objective

The degree thesis is part of the student's personal competence profile. In the degree thesis, the student will apply theoretical models to practical problems. The student must also show that they can handle complex problems independently within their area of competence and can work logically and methodically. The student should be able to work in a scientific way and use reference material and external sources of knowledge.

Content

The thesis consists of a practical application and an associated theoretical analysis. The written design must follow Novia's writing instructions for a degree thesis. The thesis also includes a public presentation of the thesis and a written maturity test.

The degree thesis can be started when students have sufficient knowledge in the form of approved professional studies and methodology studies. The work begins with students drawing up a work and / or research plan for the process.The plan presents at least subject choices, language, work title, a preliminary outline and schedule. The plan must be approved by the head of the degree program. In connection with the approval of the plan, supervisors are appointed for degree work.

The degree thesis may consist of internal and / or external ordering work, collaborative projects or other work-related work. These may be, for example:
- an investigation (eg investigation, survey, analysis and / or evaluation)
- development work (eg development of working methods or activities)
- product development (eg prototype or model)

Materials

Novia's process description for degree thesis on Novia's intranet.
Additional information can be found in the realization in Peppi and on the Moodles page for the concerned the academic year and degree program.

Evaluation scale

H-5

Assessment criteria, satisfactory (1)

The student's degree thesis satisfies the assessment criteria applied in this degree program at a satisfactory level. The assessment criteria can be found on the Moodle page for thesis work concerned year.

Assessment criteria, good (3)

The student's degree thesis satisfies the assessment criteria applied in this degree program at a good level. The assessment criteria can be found on the Moodle page for thesis work concerned year.

Assessment criteria, excellent (5)

The student's degree thesis satisfies the assessment criteria applied in this degree program at an excellent level. The assessment criteria can be found on the Moodle page for thesis work concerned year.

Qualifications

The course Technical Reporting or equivalent knowledge and at least 120 credits of compulsory studies performed.

Objective

The degree thesis is part of the student's personal competence profile. In the degree thesis, the student will apply theoretical models to practical problems. The student must also show that they can handle complex problems independently within their area of competence and can work logically and methodically. The student should be able to work in a scientific way and use reference material and external sources of knowledge.

Content

The thesis consists of a practical application and an associated theoretical analysis. The written design must follow Novia's writing instructions for a degree thesis. The thesis also includes a public presentation of the thesis and a written maturity test.

The degree thesis can be started when students have sufficient knowledge in the form of approved professional studies and methodology studies. The work begins with students drawing up a work and / or research plan for the process.The plan presents at least subject choices, language, work title, a preliminary outline and schedule. The plan must be approved by the head of the degree program. In connection with the approval of the plan, supervisors are appointed for degree work.

The degree thesis may consist of internal and / or external ordering work, collaborative projects or other work-related work. These may be, for example:
- an investigation (eg investigation, survey, analysis and / or evaluation)
- development work (eg development of working methods or activities)
- product development (eg prototype or model)

Materials

Novia's process description for degree thesis on Novia's intranet.
Additional information can be found in the realization in Peppi and on the Moodles page for the concerned the academic year and degree program.

Evaluation scale

H-5

Assessment criteria, satisfactory (1)

The student's degree thesis satisfies the assessment criteria applied in this degree program at a satisfactory level. The assessment criteria can be found on the Moodle page for thesis work concerned year.

Assessment criteria, good (3)

The student's degree thesis satisfies the assessment criteria applied in this degree program at a good level. The assessment criteria can be found on the Moodle page for thesis work concerned year.

Assessment criteria, excellent (5)

The student's degree thesis satisfies the assessment criteria applied in this degree program at an excellent level. The assessment criteria can be found on the Moodle page for thesis work concerned year.

Qualifications

The course Technical Reporting or equivalent knowledge and at least 120 credits of compulsory studies performed.

Objective

See syllabus

Content

See syllabus

Evaluation scale

H-5

Qualifications

See syllabus

Objective

See syllabus

Content

See syllabus

Evaluation scale

H-5

Qualifications

See syllabus

Objective

The student :
- is able to solve equations of first and second degree
- masters basic simplification of simple mathematical formulas and expressions.
- understands and is able to find linear relationships between two variables
- is able to solve systems of linear equations
- is familiar with the parabola and its equations
- knows how mathematical models can be applied in problem solving.

Content

Fractions
Powers
Polynomials
Rational expressions
Square roots, general roots
First degree equations
Linear functions, Straight lines
Systems of equations
Quadratic equations
Rational equations
Parabola, Quadratic functions
Enequalities

Application according to specific education may occur.

Evaluation scale

H-5

Assessment criteria, satisfactory (1)

The student masters basic simplification of simple mathematical formulas and expressions.
Can solve simple equations of the first and second degree.
Can solve simple linear equation systems
Have a basic understanding of elementary functions (linear, polynomial and rational functions)
Can solve quantities from simple formulas
Have some understanding of how to use a mathematical model and how it can be solved

Assessment criteria, good (3)

The student masters the simplification of mathematical formulas and expressions.
Can solve slightly more demanding equations and equation systems.
Have a good understanding of basic functions and linear relationships
Can redeem quantities from more demanding formulas.
Have a good understanding of how to use a mathematical model and how it can be solved.

Assessment criteria, excellent (5)

The student masters demanding simplifications of mathematical formulas and expressions.
Can solve more challenging equations and equation systems.
Has excellent understanding of elementary functions and linear relationships
Can extract quantities from a system of formulas.
Can apply mathematical models to various technical problems.

Qualifications

None

Objective

The student :
- is familiar with the concept of functions
- is able to solve equations algebraically, graphically and numerically ( Equations with roots and absolute values, equations with complex solutions,
exponential equations , equations with logarithms ,trigonometric equations )
- Is able to apply a variety of mathematical models in problem solving.

Content

The concept of functions, graphs, inequalities
Equations with roots
Equations containing absolute values
Equations with complex solutions
Complex numbers ; rectangular form, polar form and power form
Power functions, power equations
Exponential functions and equations
Logarithms, equations with logarithms
Problems with exponential change
Trigonometric functions, graphs
Trigonometric equations

Application according to specific education may occur.

Evaluation scale

H-5

Assessment criteria, satisfactory (1)

Is able to extract information from graphs and understand basic properties about different types of functions
Is able to solve simple exponential equations
Is able to solve simple trigonometric equations
Knows complex numbers and can perform simple calculations with them
Have some understanding of how to use a mathematical model and how it can be solved.
Master basic use of a calculation software.

Assessment criteria, good (3)

Is able to draw graphs for different types of functions and can define the domain and the range for the functions.
Master the solution of ordinary exponential and logarithm equations
Is able to rewrite trigonometric expressions and can solve common trigonometric equations
Master the transformation of complex numbers between different forms
Have a good understanding of how to use a mathematical model and how it can be solved.
Master the use of calculation software.

Assessment criteria, excellent (5)

Master the basic properties of functions and can solve inequalities
Master the solution of more demanding equations and problems containing exponential functions and logarithms
Master the solution of more demanding trigonometric equations.
Can apply complex numbers to solve more complicated problems
Can design and solve more complicated models.
Master advanced use of calculation software.

Qualifications

Functions and equations 1,
Geometry and vectors

Objective

After the course should the student be able to:
- describe and use different cost and benefit, investment calculation methods in an industrial contexts and for entrepreneurs
- identify and describe the demand on the calculation data quality
- identify when calculations show on profitability and not so profitable/loss making.
- independently and in team do calculations for pricing
- have the basic skills to collect, co-ordinate and be responsible for calculations in a more complex context.

Content

- Cost and benefit calculations
- what can be found in the bookkeeping and accounting
- calculations and pricing methods
- investment calculations and valuation, investment process
- special cases and access to money for the investment
- computer aid and presentation of the the calculation method and findings.

Evaluation scale

H-5

Assessment criteria, satisfactory (1)

Has basic knowledge of four basic investment calculation methods and cost estimates. Understands the importance of calculation for pricing. Explains clearly that logic, mathematics and industrial economics interact. Knows the conceptual apparatus in three languages. Realizes the importance of interaction in the company, the information for calculations is available in several places

Assessment criteria, good (3)

Performs calculations when there is information that will serve as input in the calculations. Can explain the consequences of input data and how they are reflected in the results and profitability. Can explain that logic, mathematics and industrial economics interact both in a specific calculation situation and in business long term. Can read and interpret simple cost-benefit analysis and also simple investment calculations in three languages. Has the ability to find contacts, databases, industry overviews in terms of cost-benefit analysis.

Assessment criteria, excellent (5)

Can manually and by computer perform and defend the basic calculations of cost-benefit analysis and investment calculation. Can act as a coach or a teacher in terms of basic cost and investment calculation. Has the ability to describe, analyze, interpret and compile reasonable reports. Can read and interpret more advanced cost-benefit analysis and also simple investment calculations in three languages. Is aware of and uses existing databases and data banks in terms of cost-benefit analyzes and investment calculations. Has good knowledge of the cost development at national level.

Qualifications

Basic Business Economy,
Cost and Benefit Analysis,
Bookkeeping, Accounting.

Objective

The student :
- is able to solve every kind of triangle ( both right angled triangles and others )
- is able to calculate areas and volumes of figures and solids
- is able to perform calculations with two-dimensional vectors and three-dimensional vectors.
- is familiar with matrices and masters simply calculations with matrices

Content

- Right angled triangles
- Basic trigonometric functions (cosine, sine and tangent)
- Angle units (degrees vs radians)
- The sine and cosine formula
- Uniformity and scales
- Area- and volume caculations
- Definition of the vector concept
- Rules for vector operations
- Dot product
- Projections
- Cross product
- Introduction to matrices
- MatchCad exercises

Application according to specific education may occur.

Evaluation scale

H-5

Assessment criteria, satisfactory (1)

Trigonometry: Master the trigonometry of right angled triangles
Area and volume calculations: Can calculate areas and volumes of simple figures and bodies
Vectors: Can perform calculations with two-dimensional vectors
Matrices: Knows matrices and can perform simple calculations with them
Models and problem solving: Have some understanding of how to use a mathematical model and how it can be solved.

Assessment criteria, good (3)

Trigonometry: Master the trigonometry of any triangle
Area and volume calculations: Can calculate areas and volumes for more complicated figures and bodies
Vectors: Can do basic calculations with three-dimensional vectors
Matrices: Is able to calculate the value of a determinant
Models and problem solving: Have a good understanding of how to use a mathematical model and how it can be solved.

Assessment criteria, excellent (5)

Trigonometry: Can apply the theory for solving more complicated problems
Area and volume calculations: Can calculate areas and volumes for figures and bodies using vectors
Vectors: Can apply vectors to more complicated problems and master the use of vectors in software programs.
Matrices: Master the use of matrices in software programs
Models and problem solving: Can apply mathematical models to technical problems.

Qualifications

No prerequisites

Objective

The student :
- is able to solve every kind of triangle ( both right angled triangles and others )
- is able to calculate areas and volumes of figures and solids
- is able to perform calculations with two-dimensional vectors and three-dimensional vectors.
- is familiar with matrices and masters simply calculations with matrices

Content

- Right angled triangles
- Basic trigonometric functions (cosine, sine and tangent)
- Angle units (degrees vs radians)
- The sine and cosine formula
- Uniformity and scales
- Area- and volume caculations
- Definition of the vector concept
- Rules for vector operations
- Dot product
- Projections
- Cross product
- Introduction to matrices
- MatchCad exercises

Application according to specific education may occur.

Evaluation scale

H-5

Assessment criteria, satisfactory (1)

Trigonometry: Master the trigonometry of right angled triangles
Area and volume calculations: Can calculate areas and volumes of simple figures and bodies
Vectors: Can perform calculations with two-dimensional vectors
Matrices: Knows matrices and can perform simple calculations with them
Models and problem solving: Have some understanding of how to use a mathematical model and how it can be solved.

Assessment criteria, good (3)

Trigonometry: Master the trigonometry of any triangle
Area and volume calculations: Can calculate areas and volumes for more complicated figures and bodies
Vectors: Can do basic calculations with three-dimensional vectors
Matrices: Is able to calculate the value of a determinant
Models and problem solving: Have a good understanding of how to use a mathematical model and how it can be solved.

Assessment criteria, excellent (5)

Trigonometry: Can apply the theory for solving more complicated problems
Area and volume calculations: Can calculate areas and volumes for figures and bodies using vectors
Vectors: Can apply vectors to more complicated problems and master the use of vectors in software programs.
Matrices: Master the use of matrices in software programs
Models and problem solving: Can apply mathematical models to technical problems.

Qualifications

No prerequisites

Objective

The student :
- is able to solve every kind of triangle ( both right angled triangles and others )
- is able to calculate areas and volumes of figures and solids
- is able to perform calculations with two-dimensional vectors and three-dimensional vectors.
- is familiar with matrices and masters simply calculations with matrices

Content

- Right angled triangles
- Basic trigonometric functions (cosine, sine and tangent)
- Angle units (degrees vs radians)
- The sine and cosine formula
- Uniformity and scales
- Area- and volume caculations
- Definition of the vector concept
- Rules for vector operations
- Dot product
- Projections
- Cross product
- Introduction to matrices
- MatchCad exercises

Application according to specific education may occur.

Evaluation scale

H-5

Assessment criteria, satisfactory (1)

Trigonometry: Master the trigonometry of right angled triangles
Area and volume calculations: Can calculate areas and volumes of simple figures and bodies
Vectors: Can perform calculations with two-dimensional vectors
Matrices: Knows matrices and can perform simple calculations with them
Models and problem solving: Have some understanding of how to use a mathematical model and how it can be solved.

Assessment criteria, good (3)

Trigonometry: Master the trigonometry of any triangle
Area and volume calculations: Can calculate areas and volumes for more complicated figures and bodies
Vectors: Can do basic calculations with three-dimensional vectors
Matrices: Is able to calculate the value of a determinant
Models and problem solving: Have a good understanding of how to use a mathematical model and how it can be solved.

Assessment criteria, excellent (5)

Trigonometry: Can apply the theory for solving more complicated problems
Area and volume calculations: Can calculate areas and volumes for figures and bodies using vectors
Vectors: Can apply vectors to more complicated problems and master the use of vectors in software programs.
Matrices: Master the use of matrices in software programs
Models and problem solving: Can apply mathematical models to technical problems.

Qualifications

No prerequisites

Objective

The student :
- is able to solve every kind of triangle ( both right angled triangles and others )
- is able to calculate areas and volumes of figures and solids
- is able to perform calculations with two-dimensional vectors and three-dimensional vectors.
- is familiar with matrices and masters simply calculations with matrices

Content

- Right angled triangles
- Basic trigonometric functions (cosine, sine and tangent)
- Angle units (degrees vs radians)
- The sine and cosine formula
- Uniformity and scales
- Area- and volume caculations
- Definition of the vector concept
- Rules for vector operations
- Dot product
- Projections
- Cross product
- Introduction to matrices
- MatchCad exercises

Application according to specific education may occur.

Evaluation scale

H-5

Assessment criteria, satisfactory (1)

Trigonometry: Master the trigonometry of right angled triangles
Area and volume calculations: Can calculate areas and volumes of simple figures and bodies
Vectors: Can perform calculations with two-dimensional vectors
Matrices: Knows matrices and can perform simple calculations with them
Models and problem solving: Have some understanding of how to use a mathematical model and how it can be solved.

Assessment criteria, good (3)

Trigonometry: Master the trigonometry of any triangle
Area and volume calculations: Can calculate areas and volumes for more complicated figures and bodies
Vectors: Can do basic calculations with three-dimensional vectors
Matrices: Is able to calculate the value of a determinant
Models and problem solving: Have a good understanding of how to use a mathematical model and how it can be solved.

Assessment criteria, excellent (5)

Trigonometry: Can apply the theory for solving more complicated problems
Area and volume calculations: Can calculate areas and volumes for figures and bodies using vectors
Vectors: Can apply vectors to more complicated problems and master the use of vectors in software programs.
Matrices: Master the use of matrices in software programs
Models and problem solving: Can apply mathematical models to technical problems.

Qualifications

No prerequisites

Objective

The student :
- is able to solve every kind of triangle ( both right angled triangles and others )
- is able to calculate areas and volumes of figures and solids
- is able to perform calculations with two-dimensional vectors and three-dimensional vectors.
- is familiar with matrices and masters simply calculations with matrices

Content

- Right angled triangles
- Basic trigonometric functions (cosine, sine and tangent)
- Angle units (degrees vs radians)
- The sine and cosine formula
- Uniformity and scales
- Area- and volume caculations
- Definition of the vector concept
- Rules for vector operations
- Dot product
- Projections
- Cross product
- Introduction to matrices
- MatchCad exercises

Application according to specific education may occur.

Evaluation scale

H-5

Assessment criteria, satisfactory (1)

Trigonometry: Master the trigonometry of right angled triangles
Area and volume calculations: Can calculate areas and volumes of simple figures and bodies
Vectors: Can perform calculations with two-dimensional vectors
Matrices: Knows matrices and can perform simple calculations with them
Models and problem solving: Have some understanding of how to use a mathematical model and how it can be solved.

Assessment criteria, good (3)

Trigonometry: Master the trigonometry of any triangle
Area and volume calculations: Can calculate areas and volumes for more complicated figures and bodies
Vectors: Can do basic calculations with three-dimensional vectors
Matrices: Is able to calculate the value of a determinant
Models and problem solving: Have a good understanding of how to use a mathematical model and how it can be solved.

Assessment criteria, excellent (5)

Trigonometry: Can apply the theory for solving more complicated problems
Area and volume calculations: Can calculate areas and volumes for figures and bodies using vectors
Vectors: Can apply vectors to more complicated problems and master the use of vectors in software programs.
Matrices: Master the use of matrices in software programs
Models and problem solving: Can apply mathematical models to technical problems.

Qualifications

No prerequisites

Objective

The student :
- is able to solve every kind of triangle ( both right angled triangles and others )
- is able to calculate areas and volumes of figures and solids
- is able to perform calculations with two-dimensional vectors and three-dimensional vectors.
- is familiar with matrices and masters simply calculations with matrices

Content

- Right angled triangles
- Basic trigonometric functions (cosine, sine and tangent)
- Angle units (degrees vs radians)
- The sine and cosine formula
- Uniformity and scales
- Area- and volume caculations
- Definition of the vector concept
- Rules for vector operations
- Dot product
- Projections
- Cross product
- Introduction to matrices
- MatchCad exercises

Application according to specific education may occur.

Evaluation scale

H-5

Assessment criteria, satisfactory (1)

Trigonometry: Master the trigonometry of right angled triangles
Area and volume calculations: Can calculate areas and volumes of simple figures and bodies
Vectors: Can perform calculations with two-dimensional vectors
Matrices: Knows matrices and can perform simple calculations with them
Models and problem solving: Have some understanding of how to use a mathematical model and how it can be solved.

Assessment criteria, good (3)

Trigonometry: Master the trigonometry of any triangle
Area and volume calculations: Can calculate areas and volumes for more complicated figures and bodies
Vectors: Can do basic calculations with three-dimensional vectors
Matrices: Is able to calculate the value of a determinant
Models and problem solving: Have a good understanding of how to use a mathematical model and how it can be solved.

Assessment criteria, excellent (5)

Trigonometry: Can apply the theory for solving more complicated problems
Area and volume calculations: Can calculate areas and volumes for figures and bodies using vectors
Vectors: Can apply vectors to more complicated problems and master the use of vectors in software programs.
Matrices: Master the use of matrices in software programs
Models and problem solving: Can apply mathematical models to technical problems.

Qualifications

No prerequisites

Objective

The student :
- is able to solve every kind of triangle ( both right angled triangles and others )
- is able to calculate areas and volumes of figures and solids
- is able to perform calculations with two-dimensional vectors and three-dimensional vectors.
- is familiar with matrices and masters simply calculations with matrices

Content

- Right angled triangles
- Basic trigonometric functions (cosine, sine and tangent)
- Angle units (degrees vs radians)
- The sine and cosine formula
- Uniformity and scales
- Area- and volume caculations
- Definition of the vector concept
- Rules for vector operations
- Dot product
- Projections
- Cross product
- Introduction to matrices
- MatchCad exercises

Application according to specific education may occur.

Evaluation scale

H-5

Assessment criteria, satisfactory (1)

Trigonometry: Master the trigonometry of right angled triangles
Area and volume calculations: Can calculate areas and volumes of simple figures and bodies
Vectors: Can perform calculations with two-dimensional vectors
Matrices: Knows matrices and can perform simple calculations with them
Models and problem solving: Have some understanding of how to use a mathematical model and how it can be solved.

Assessment criteria, good (3)

Trigonometry: Master the trigonometry of any triangle
Area and volume calculations: Can calculate areas and volumes for more complicated figures and bodies
Vectors: Can do basic calculations with three-dimensional vectors
Matrices: Is able to calculate the value of a determinant
Models and problem solving: Have a good understanding of how to use a mathematical model and how it can be solved.

Assessment criteria, excellent (5)

Trigonometry: Can apply the theory for solving more complicated problems
Area and volume calculations: Can calculate areas and volumes for figures and bodies using vectors
Vectors: Can apply vectors to more complicated problems and master the use of vectors in software programs.
Matrices: Master the use of matrices in software programs
Models and problem solving: Can apply mathematical models to technical problems.

Qualifications

No prerequisites

Objective

After passing the course, the student is expected to be able to;
- identify and describe basic concepts in business administration with a focus on the industrial context
- explain the importance of profitable business activities in the long term linked to the possibility of existence and growth for business operations- describe the basic conditions, opportunities, challenges and threats of the private enterprise
- make simple calculations in business economics
- compare and evaluate different industries and refer to the business cycle in a dialogue
- relate to law and taxation in business operations

Content

- industrial business, national and international
- about business ideas, forms of business, markets, customers and users
- the building blocks of profitability in the short and long term
- the company: owners, management, various functions, industry affiliation, technological height and special characteristics
- the company and the outside world, competitors, collaboration partners, basic reporting requirements, market information and networks
- Fundamentals of finance, law and taxation

Materials

See course realization plan.

Evaluation scale

H-5

Assessment criteria, satisfactory (1)

Justifiable; The student describes theory formation and concepts partially flawed both in the exam and in the exercises. He does not use theory and concepts entirely correctly, which gives incorrect calculation results for comparison, defense of solutions, decisions and proof.

Assessment criteria, good (3)

Good; The student uses theorizing and concepts in the exam and exercises almost correctly. Calculations, comparisons, defenses and proofs have a good theoretical foundation for application or in response to exam questions.

Assessment criteria, excellent (5)

Excellent; The student bases his descriptions, applications and calculations on relevant theory and concepts. Explanations in the exam and in the exercise work include motivations, comparisons and take a stand and propose development.

Qualifications

-

Objective

After passing the course the student is expected to:
- know basic concepts and important relationships for understanding heat and the thermal properties of matter.
- be able to analyzing measurements and writing reports on the results.

Content

Pressure, Archimedes' principle and buoyancy
Fluid flow, linear and quadratic drag
Heat and temperature
Heat capacity and calorimetry
Phase transitions
Humidity
Heating value and combustion
Heating processes with continuous flows
The ideal gas law
Heat transfer mechanisms
Heat conduction through layers
Analysing and reporting measurements from laboratory work (measurement uncertainty, regression analysis)

Evaluation scale

H-5

Assessment criteria, satisfactory (1)

- Can carry out measurements according to instructions and correctly record measurements.
- Can assess the uncertainty of a measured value.
- Can calculate with propagation of errors.
- Can write a report containing all the essential structural elements and present results in an understandable way.
- Can calculate hydrostatic pressure.
- Can use the continuity condition.
- Can determine the nature of the flow (laminar/turbulent) in a pipe.
- Understands central quantities and concepts in heat theory.
- Can make simple calculations with heat expansion, gas laws, heat capacity and heat transport.

Assessment criteria, good (3)

- Can plan measurements to obtain representative values.
- Can systematically note measurements.
- Can calculate uncertainties with regression analysis.
- Can assess the relative impact of measurement uncertainties on the uncertainty of the end result.
- Can write a report with correct formalism regarding units, notation, rounding, table structure and graphical presentation.
- Can calculate forces on bodies in a fluid, both at rest and in relative motion.
- Can do calorimetric calculations.
- Can apply the ideal gas law to closed systems.
- Can calculate heat transfer through flat walls.

Assessment criteria, excellent (5)

- Can perform measurements efficiently and systematically.
- Can plan the measurements and make corrections to determine the final results with good accuracy.
- Can perform an uncertainty analysis by linearizing physical relationships.
- Can write a report that is balanced, economical and virtually free from formal errors.
- Can present the data and analysis process in a systematic and easy to read manner.
- Can calculate the motion for a body falling though a fluid.
- Can perform calorimetric calculations with phase transitions.
- Can apply the ideal gas law to open systems.

Qualifications

Mechanics (recommended)

Objective

After passing the course the student is expected to:
- know basic concepts and important relationships for understanding heat and the thermal properties of matter.
- be able to analyzing measurements and writing reports on the results.

Content

Pressure, Archimedes' principle and buoyancy
Fluid flow, linear and quadratic drag
Heat and temperature
Heat capacity and calorimetry
Phase transitions
Humidity
Heating value and combustion
Heating processes with continuous flows
The ideal gas law
Heat transfer mechanisms
Heat conduction through layers
Analysing and reporting measurements from laboratory work (measurement uncertainty, regression analysis)

Evaluation scale

H-5

Assessment criteria, satisfactory (1)

- Can carry out measurements according to instructions and correctly record measurements.
- Can assess the uncertainty of a measured value.
- Can calculate with propagation of errors.
- Can write a report containing all the essential structural elements and present results in an understandable way.
- Can calculate hydrostatic pressure.
- Can use the continuity condition.
- Can determine the nature of the flow (laminar/turbulent) in a pipe.
- Understands central quantities and concepts in heat theory.
- Can make simple calculations with heat expansion, gas laws, heat capacity and heat transport.

Assessment criteria, good (3)

- Can plan measurements to obtain representative values.
- Can systematically note measurements.
- Can calculate uncertainties with regression analysis.
- Can assess the relative impact of measurement uncertainties on the uncertainty of the end result.
- Can write a report with correct formalism regarding units, notation, rounding, table structure and graphical presentation.
- Can calculate forces on bodies in a fluid, both at rest and in relative motion.
- Can do calorimetric calculations.
- Can apply the ideal gas law to closed systems.
- Can calculate heat transfer through flat walls.

Assessment criteria, excellent (5)

- Can perform measurements efficiently and systematically.
- Can plan the measurements and make corrections to determine the final results with good accuracy.
- Can perform an uncertainty analysis by linearizing physical relationships.
- Can write a report that is balanced, economical and virtually free from formal errors.
- Can present the data and analysis process in a systematic and easy to read manner.
- Can calculate the motion for a body falling though a fluid.
- Can perform calorimetric calculations with phase transitions.
- Can apply the ideal gas law to open systems.

Qualifications

Mechanics (recommended)

Objective

After passing the course the student is expected to:
- know basic concepts and important relationships for understanding heat and the thermal properties of matter.
- be able to analyzing measurements and writing reports on the results.

Content

Pressure, Archimedes' principle and buoyancy
Fluid flow, linear and quadratic drag
Heat and temperature
Heat capacity and calorimetry
Phase transitions
Humidity
Heating value and combustion
Heating processes with continuous flows
The ideal gas law
Heat transfer mechanisms
Heat conduction through layers
Analysing and reporting measurements from laboratory work (measurement uncertainty, regression analysis)

Evaluation scale

H-5

Assessment criteria, satisfactory (1)

- Can carry out measurements according to instructions and correctly record measurements.
- Can assess the uncertainty of a measured value.
- Can calculate with propagation of errors.
- Can write a report containing all the essential structural elements and present results in an understandable way.
- Can calculate hydrostatic pressure.
- Can use the continuity condition.
- Can determine the nature of the flow (laminar/turbulent) in a pipe.
- Understands central quantities and concepts in heat theory.
- Can make simple calculations with heat expansion, gas laws, heat capacity and heat transport.

Assessment criteria, good (3)

- Can plan measurements to obtain representative values.
- Can systematically note measurements.
- Can calculate uncertainties with regression analysis.
- Can assess the relative impact of measurement uncertainties on the uncertainty of the end result.
- Can write a report with correct formalism regarding units, notation, rounding, table structure and graphical presentation.
- Can calculate forces on bodies in a fluid, both at rest and in relative motion.
- Can do calorimetric calculations.
- Can apply the ideal gas law to closed systems.
- Can calculate heat transfer through flat walls.

Assessment criteria, excellent (5)

- Can perform measurements efficiently and systematically.
- Can plan the measurements and make corrections to determine the final results with good accuracy.
- Can perform an uncertainty analysis by linearizing physical relationships.
- Can write a report that is balanced, economical and virtually free from formal errors.
- Can present the data and analysis process in a systematic and easy to read manner.
- Can calculate the motion for a body falling though a fluid.
- Can perform calorimetric calculations with phase transitions.
- Can apply the ideal gas law to open systems.

Qualifications

Mechanics (recommended)

Objective

After passing the course the student is expected to:
- know basic concepts and important relationships for understanding heat and the thermal properties of matter.
- be able to analyzing measurements and writing reports on the results.

Content

Pressure, Archimedes' principle and buoyancy
Fluid flow, linear and quadratic drag
Heat and temperature
Heat capacity and calorimetry
Phase transitions
Humidity
Heating value and combustion
Heating processes with continuous flows
The ideal gas law
Heat transfer mechanisms
Heat conduction through layers
Analysing and reporting measurements from laboratory work (measurement uncertainty, regression analysis)

Evaluation scale

H-5

Assessment criteria, satisfactory (1)

- Can carry out measurements according to instructions and correctly record measurements.
- Can assess the uncertainty of a measured value.
- Can calculate with propagation of errors.
- Can write a report containing all the essential structural elements and present results in an understandable way.
- Can calculate hydrostatic pressure.
- Can use the continuity condition.
- Can determine the nature of the flow (laminar/turbulent) in a pipe.
- Understands central quantities and concepts in heat theory.
- Can make simple calculations with heat expansion, gas laws, heat capacity and heat transport.

Assessment criteria, good (3)

- Can plan measurements to obtain representative values.
- Can systematically note measurements.
- Can calculate uncertainties with regression analysis.
- Can assess the relative impact of measurement uncertainties on the uncertainty of the end result.
- Can write a report with correct formalism regarding units, notation, rounding, table structure and graphical presentation.
- Can calculate forces on bodies in a fluid, both at rest and in relative motion.
- Can do calorimetric calculations.
- Can apply the ideal gas law to closed systems.
- Can calculate heat transfer through flat walls.

Assessment criteria, excellent (5)

- Can perform measurements efficiently and systematically.
- Can plan the measurements and make corrections to determine the final results with good accuracy.
- Can perform an uncertainty analysis by linearizing physical relationships.
- Can write a report that is balanced, economical and virtually free from formal errors.
- Can present the data and analysis process in a systematic and easy to read manner.
- Can calculate the motion for a body falling though a fluid.
- Can perform calorimetric calculations with phase transitions.
- Can apply the ideal gas law to open systems.

Qualifications

Mechanics (recommended)

Location and time

10.3-4.4.2025

Teaching methods

Tutorial course on the platform Moodle.

Evaluation scale

H-5

Objective

After passing the course the student is expected to:
be able to define, identify and describe basic concepts in strength theory
be able to understand the relationship between strength, manufacture and construction in an industrial context
be able to perform, explain and critically evaluate approaches to calculations and results in relation to both theory and practice.
Ääntämisohjeet

Content

The course content is as follows:
the subject area, its context and conceptual world
application areas in the industrial context
tensile and compressive stresses
thermal stresses
shear stress
bending stresses
case studies for assessment and critical stance and evaluation

Materials

See current implementation for the course

Evaluation scale

H-5

Assessment criteria, satisfactory (1)

Understand how the materials are affected at different loads as well as what external factors affect the design. Know the relationship that exists between design and strength.

Assessment criteria, good (3)

Understands voltage conditions that occur at different loads. and be aware of how static and dynamic load affects the strength of the structure. Agree with terms like safety and service life of a product ..

Assessment criteria, excellent (5)

Independently perform strength calculations for uniaxial systems and have the ability to see where in the design load peaks occur. Understand how different manufacturing factors affect the strength of designs.

Qualifications

Functions and equations 1 (recommended )
Mechanics (recommended )

Objective

The students:
- know their own college, industry and learning style

- reflects on studies, plans for the future and is aware of the importance of personal development in relation to lifelong learning and occupation

- can create their own knowledge and create their own personal learning environments

Content

University services
Industry knowledge and personal career goals
Study technique
Teambuilding

Materials

None

Evaluation scale

H-5

Assessment criteria, satisfactory (1)

Approved assignments with simple explanations and reliable literature, albeit imperfect

Assessment criteria, good (3)

Approved assignments with explanations and reliable source references

Assessment criteria, excellent (5)

Well-disposed and well-thought-out report with good use of reliable sources

Qualifications

None

Objective

After completing the course, students are expected to
1. understand the basic building blocks of materia
2. express chemical reactions and to calculate the yield in a reaction based on limiting reagents
3. have an overview of different chemical analysis methods
4. have an overview of how they can apply their chemical knowledge in their own disciple
5. have completed chemical laboratory work, analyzed and documented the result acquired during the work

Content

- basic chemical concepts
- stoichiometry
- reactions in aqueous solutions
- gases
- basic in electrochemistry
- applications from various disciplines
- laboratory work
- laboratory safety
Application according to specific education may occur.

Evaluation scale

H-5

Assessment criteria, satisfactory (1)

The student is able to give an overview of the meaning of concepts, models, theories and working methods used in chemistry

Assessment criteria, good (3)

The student is able to explain, in detail, the meaning of concepts, models, theories and working methods used in chemistry

Assessment criteria, excellent (5)

The student is able to explain, in a comprehensive and nuanced way, the meaning of concepts, models, theories and working methods used in chemistry

Qualifications

none

Objective

After completing the course, students are expected to
1. understand the basic building blocks of materia
2. express chemical reactions and to calculate the yield in a reaction based on limiting reagents
3. have an overview of different chemical analysis methods
4. have an overview of how they can apply their chemical knowledge in their own disciple
5. have completed chemical laboratory work, analyzed and documented the result acquired during the work

Content

- basic chemical concepts
- stoichiometry
- reactions in aqueous solutions
- gases
- basic in electrochemistry
- applications from various disciplines
- laboratory work
- laboratory safety
Application according to specific education may occur.

Evaluation scale

H-5

Assessment criteria, satisfactory (1)

The student is able to give an overview of the meaning of concepts, models, theories and working methods used in chemistry

Assessment criteria, good (3)

The student is able to explain, in detail, the meaning of concepts, models, theories and working methods used in chemistry

Assessment criteria, excellent (5)

The student is able to explain, in a comprehensive and nuanced way, the meaning of concepts, models, theories and working methods used in chemistry

Qualifications

none

Objective

After completing the course, students are expected to
1. understand the basic building blocks of materia
2. express chemical reactions and to calculate the yield in a reaction based on limiting reagents
3. have an overview of different chemical analysis methods
4. have an overview of how they can apply their chemical knowledge in their own disciple
5. have completed chemical laboratory work, analyzed and documented the result acquired during the work

Content

- basic chemical concepts
- stoichiometry
- reactions in aqueous solutions
- gases
- basic in electrochemistry
- applications from various disciplines
- laboratory work
- laboratory safety
Application according to specific education may occur.

Evaluation scale

H-5

Assessment criteria, satisfactory (1)

The student is able to give an overview of the meaning of concepts, models, theories and working methods used in chemistry

Assessment criteria, good (3)

The student is able to explain, in detail, the meaning of concepts, models, theories and working methods used in chemistry

Assessment criteria, excellent (5)

The student is able to explain, in a comprehensive and nuanced way, the meaning of concepts, models, theories and working methods used in chemistry

Qualifications

none

Objective

After completing the course, students are expected to
1. understand the basic building blocks of materia
2. express chemical reactions and to calculate the yield in a reaction based on limiting reagents
3. have an overview of different chemical analysis methods
4. have an overview of how they can apply their chemical knowledge in their own disciple
5. have completed chemical laboratory work, analyzed and documented the result acquired during the work

Content

- basic chemical concepts
- stoichiometry
- reactions in aqueous solutions
- gases
- basic in electrochemistry
- applications from various disciplines
- laboratory work
- laboratory safety
Application according to specific education may occur.

Evaluation scale

H-5

Assessment criteria, satisfactory (1)

The student is able to give an overview of the meaning of concepts, models, theories and working methods used in chemistry

Assessment criteria, good (3)

The student is able to explain, in detail, the meaning of concepts, models, theories and working methods used in chemistry

Assessment criteria, excellent (5)

The student is able to explain, in a comprehensive and nuanced way, the meaning of concepts, models, theories and working methods used in chemistry

Qualifications

none

Objective

The student should be able to:
- identify and describe central concepts in cost and benefit analysis.
- explain when cost and benefit analysis should be used.
- know the fundamentals of cost and benefit analysis.
- analyse the input and output and calculation process in cost and benefit analysis

Content

- basic terminology
- self cost and other calculation methods
- simple calculations
- investment calculation concepts and profitability cafeterias
- four methods in investment calculations and combinations of these
- basics of presentation of results and argumentation

Evaluation scale

H-5

Assessment criteria, satisfactory (1)

Possesses basic knowledge of concepts, transactions, processes in industrial activities. Identifies the importance of analyzing revenue and costs in both own and others' operations. Identifies that cost and investment calculations are part of industrial and / or government activities. Is aware of fundamental changes in cost structures at cross-border levels, such as exports, imports and establishment in new markets. Realizes the importance of interaction when acquiring information in cost and investment estimates.

Assessment criteria, good (3)

Can perform basic calculations and analyzes in cost and investment calculation. Can explain the importance of cost and investment calculations related to the pricing of goods and services in a basic context. Can explain the basic industrial process linked to earnings logic and profitability. Can read and interpret simple cost and revenue calculations and related explanations. Knows where the information is in the form of contact persons, databases, industry overviews in terms of cost-benefit analysis and investment calculation.

Assessment criteria, excellent (5)

Has the ability to describe and explain cost and investment calculations as well as consequences at basic level. Can plan for and implement simple cost calculation and know explanatory variables in investment estimates in practical operations. Has the ability to describe, analyze, interpret and compile simple cost-benefit analysis. Can read and interpret cost and revenue reports as well as investment calculation summaries in at least one language other than Swedish. Is aware of and uses existing databases and data banks in terms of cost-benefit analyzes and investment calculations. Is aware of cost development at the national level in general.

Qualifications

Basic Business Economy

Objective

After completing the course, students should have knowledge of everyday psychology and an insight into what is required to lead people in working life. The student has basic insights into labor law.

Content

Everyday psychology and behavioral science as the basis for leadership practices at supervisor or team- leadership level.
A review of the basic leadership theories.
Managing individuals, teams in different types of organizations.
About motivation, development work and follow-up.
About the employment procedure and psychological tests.
The Employment Contracts Act and the Working Time Act.

Location and time

As scheduled

Materials

- Lecture material
- Own notes
- Yukl, Gary A. - Leadership in organizations

- Finlex

Teaching methods

- Lectures
- Own assignment / own lecture
- Self studies

Exam schedules

2 exams, 1 in leadreship, 1 in labor law

Completion alternatives

- Recordings / Weblectures

Student workload

The students are expected to be present on the lectures and participate actively

Self studies are a big part of the course

Content scheduling

The course is divided into two parts, Leadership and Labor law. The course starts with the leadership part and continues with labor law when the dates have been set. The dates will be updated in moodle according to agreement

Evaluation scale

H-5

Assessment criteria, satisfactory (1)

The student
- can describe the interactive relationship between employer and employee.
- is aware of the supervisor's role in achieving results and developing a business.
- is aware of the supervisor's need for both technical, legal and social knowledge.
- knows that most work environments today are, in one way or other, connected to international activities.
- is familiar with actors that supervisors work with in everyday life, such as trade unions, occupational health services and education producers.

Assessment criteria, good (3)

The student
- can describe the work management's tasks in a producing or service-producing company.
- understands the importance of the supervisor's initiative and follow-up of the business with the help of various meters and KPI´s. Realize the importance of seeking good examples in their branch or outside of it.
- understands their need for both technical, legal and social knowledge.
- understands the difference in the employer and employee's perspective on working life. Know the core content of labor legislation.
- understands the importance of reporting and communication within management. Have knowledge of the cultural characteristics of different employees.

Assessment criteria, excellent (5)

The student
- finds, knows and can make basic interpretations of working time legislation and Union-agreements.
- understands the supervisor's active role in constantly developing and improving a business.
- can develop the basics for reporting within a department.
- can identify motivation factors and have views on how these can be improved.
- understands the importance of open-mindedness and inclusion of different groups in the work community.
- knows the different areas of expertise in a supervisor's network.
- is familiar with the basis for employeeship and shared leadership.

Assessment methods and criteria

Scale 0-5
Evaluation will be done separately on the leadership part and on the labor law part

Assessment criteria, fail (0)

Not done task(s) or exam(s)

Assessment criteria, satisfactory (1-2)

The student knows basic theories in leadership
The student knows basic labour law

Assessment criteria, good (3-4)

The student knows how to explain different theories in leadership
The student knows labour law and is able to reference the law

Assessment criteria, excellent (5)

The student knows how to explain different theories in leadership and how to apply chosen theory to own leadership style
The student knows labour law and is able to reference the law and exemplify with practical examples

Qualifications

No prerequisites.

Objective

- After passing the course, the student should know about various management systems that are relevant in the labor market.

Content

- Review of management systems for quality and environmental safety.
- Lean and 5S

Location and time

According to schedule

Materials

- Presented by the lecturer at the start of the course and during the course
Litterature:
- Kvalitet - Från behov till användning (2021), Bo Bergman Bengt Klefsjö
- Kvalitetsstyrning med totalkvalitet - Verksmahetsutveckling med fokus på totalkvalitet (2012), Lennart Sandholm
- Ständiga förbättringar (2004), Lars Sörqvist

Teaching methods

- Lectures
- Group assignment
- Selfstudies

Employer connections

Students will be assigned to perform an interview at a company of their own choosing. The results of the interview will be presented to the rest of the class

Exam schedules

The examdate will be set at the beginning of the course

Completion alternatives

None

Student workload

ca. 1/3 Lectures
ca. 1/3 Groupassignment
ca. 1/3 Selfstudies

Content scheduling

When the course starts the groupassignment instructions will be presented. Parallell to the lectures, the groupassignment will go on. At the later part of the course the groupassignment will be presented and the course ends with an exam.

Further information

Questions about the group assignment to be published in moodle

Evaluation scale

H-5

Assessment criteria, satisfactory (1)

- Know the principles of management systems

Assessment criteria, good (3)

- Be able to evaluate the impact of management systems in the selected company.

Assessment criteria, excellent (5)

- Ability to actively participate and build management system

Assessment criteria, approved/failed

- Active participation in the course- Approved (s) lit (s)- Performed group work and participation in addition to own in other group presentations

Assessment methods and criteria

- Active participation on the lectures
- Approved exam(s)
- Done the groupassignment and patricipated on the other students presentations

Assessment criteria, fail (0)

- Failed exam(s)
- Not presented and participated in the groupassignment
- Not participated on the other students presentations

Assessment criteria, satisfactory (1-2)

- Knows the basics of management systems
- Approved exam(s)
- Accepted groupassignment

Assessment criteria, good (3-4)

- Knows how to evaluate a management system
- Can use different tools for management systems

Assessment criteria, excellent (5)

- Knows what is required to implement a management system
- Can analyze and assess deficiencies and needs in a real management system

Qualifications

- None

Objective

The student should be able to:
- identify and describe the basic terminology in the field of marketing, with focus on industrial marketing.
- explain the difference between: product focused, market focused, value based and customer centricity
- understand the marketing mix
- use the right terminology, view and method regarding collecting, processing, interpret and present market research.
- do market research in practice, including budget, time planning and reporting.
- explain the basics in marketing law

Content

- basic concepts and views in marketing
- current research and trends in marketing
- the position of marketing as a company strategic tool
- the marketing mix in details, purpose and in practice
- basics in personal selling
- basics of marketing law and ethics
- media, social media, influencing and digital solutions in marketing

Evaluation scale

H-5

Assessment criteria, satisfactory (1)

The student has flaws in her explanation of the theory and concepts both in the exam as well in the exercises. In the exercises, the exam and the market research done action plans, marketing actions is partially based on wrong logics. The market research project is lacking in validity and reliability. The market research report needs improvement to be accepted.

Assessment criteria, good (3)

The student applies the theory and concepts in the exam, exercises, and the market research almost perfect. Data collection analyzes and action plans are well based with theory support. The methods for conducting a basic market research is good. The market report is well structured, informative and of use for the client.

Assessment criteria, excellent (5)

The student describes the basic theory and concept excellent. The exam answers, exercises and the market research have a clear theoretical connection. The deductions from the action plans are logical. The student present and makes improvement to the client in his marketing report. The market report is well written both in terms of language, structure, and design. And the result has a significant benefit for the client.

Qualifications

Basic Business Economy

Objective

After completing the course, the student is expected to:

- be able to define, identify and describe basic machine elements
- be able to perform dimensioning calculations for certain basic machine elements used in mechanical designs.
- be able to compare and critically evaluate machine elements in order to understand the technical and economic connection in design choices.

Content

- Welding joints
- Screw connections
- Rivets
- Wedging
- Shrink and press fits
- Clamping joints
- Spline joints
- Tapered joints
- Expandable and compressible joints

Evaluation scale

H-5

Assessment criteria, satisfactory (1)

Can calculate and dimension simple weld joints. Understands the difference between static and dynamically loaded joints.
Understands screw mechanics and load diagrams. Can design simple screw joints using thumb rules.
Understands the tension picture in shrinkage and compression joints.
Know the principles of various machine elements.

Assessment criteria, good (3)

Can apply the standards for statically loaded and for dynamically loaded welded joints in the calculation of simple welded structures.
Can design and calculate simple screw and rivet joints.
Can design simple shrinkage and press fits.
Understands the possibilities and limitations of machine elements in designs.

Assessment criteria, excellent (5)

Can consider the impact of the service life and the impact of the load collector on dynamically loaded weld joints.
Can independently design demanding screws and rivets, and can use standards for dimensioning.
Can calculate shrinkage and press fits, and has knowledge of the materials and the impact of the surfaces.
Understands the technical and economic connections that the choice of machine elements entails.

Qualifications

Strenght of Materials 1

Objective

After passing the course the student is expected to:

- have knowledge and understanding of the basic factors that influence the properties of a material.
- be able to describe methods used to influence the properties of the materials.
- be able to perform basic material testing
- know the most common materials used in the engineering industry
- be able to compare and critically evaluate the technical characteristics and economic connection that the choice of material entails in product development.

Content

- Material testing methods
- The structure of the materials
- The steel manufacturing process
- Steel heat treatment methods
- The properties and uses of metals
- Polymeric materials chemistry and structure
- The groupings of plastics
- The properties and use of plastics

Evaluation scale

H-5

Assessment criteria, satisfactory (1)

Knows and can identify the properties of the materials.
Knows about the material standards.
Knows and understands the material testing methods.
Knows the connection between materials - manufacturing and design.
Can name the most common plastic materials and be able to give examples of applications.
Understands the division of plastic materials.
Can provide examples of the most common plastics processing methods.
Can give examples of the principles of material selection.

Assessment criteria, good (3)

Understands the properties of different metals and how to influence them.
Can apply material standards in real processes.
Knows about the steel making process.
Can choose material based on design requirements.
Understands and can use the plastic industry terminology.
Can broadly describe the structure of different plastic materials.
Can describe different processing methods for plastics.
Can broadly assess the environmental impact of various plastic materials.

Assessment criteria, excellent (5)

Understands the structure of metals and their state diagrams.
Can choose suitable material and material treatment for different purposes.
Understands the technical and economic connection that arises in material selection.
Can describe the most important properties of different plastic materials.
Can explain how the structure of the material affects its properties.
Can choose suitable machining method.
Can describe the most important criteria regarding material selection.

Qualifications

None

Objective

After passing the course the student can apply basic physics concepts such as power, torque, energy and momentum to bodies in motion and in equilibrium.

Content

Unit conversions, formulas
Graphical descriptions of movement
Velocity, acceleration
Vectors in physics
Curvilinear motion and normal acceleration
Forces and Newton's laws
Energy, work, the work-energy principle
Power and efficiency
Impulse and momentum
Torques
Center of mass
Mechanical equilibrium
Truss analysis

Application according to specific education may occur.

Evaluation scale

H-5

Assessment criteria, satisfactory (1)

Students fulfill the objectives of the course, and in the relevant realization compulsory parts, at a satisfactory level.

Assessment criteria, good (3)

Students fulfill the objectives of the course, and in the relevant realization compulsory parts, at a good level.

Assessment criteria, excellent (5)

Students fulfill the objectives of the course, and in the relevant realization compulsory parts, at an excellent level.

Qualifications

None

Objective

After passing the course the student can apply basic physics concepts such as power, torque, energy and momentum to bodies in motion and in equilibrium.

Content

Unit conversions, formulas
Graphical descriptions of movement
Velocity, acceleration
Vectors in physics
Curvilinear motion and normal acceleration
Forces and Newton's laws
Energy, work, the work-energy principle
Power and efficiency
Impulse and momentum
Torques
Center of mass
Mechanical equilibrium
Truss analysis

Application according to specific education may occur.

Evaluation scale

H-5

Assessment criteria, satisfactory (1)

Students fulfill the objectives of the course, and in the relevant realization compulsory parts, at a satisfactory level.

Assessment criteria, good (3)

Students fulfill the objectives of the course, and in the relevant realization compulsory parts, at a good level.

Assessment criteria, excellent (5)

Students fulfill the objectives of the course, and in the relevant realization compulsory parts, at an excellent level.

Qualifications

None

Objective

After passing the course the student can apply basic physics concepts such as power, torque, energy and momentum to bodies in motion and in equilibrium.

Content

Unit conversions, formulas
Graphical descriptions of movement
Velocity, acceleration
Vectors in physics
Curvilinear motion and normal acceleration
Forces and Newton's laws
Energy, work, the work-energy principle
Power and efficiency
Impulse and momentum
Torques
Center of mass
Mechanical equilibrium
Truss analysis

Application according to specific education may occur.

Evaluation scale

H-5

Assessment criteria, satisfactory (1)

Students fulfill the objectives of the course, and in the relevant realization compulsory parts, at a satisfactory level.

Assessment criteria, good (3)

Students fulfill the objectives of the course, and in the relevant realization compulsory parts, at a good level.

Assessment criteria, excellent (5)

Students fulfill the objectives of the course, and in the relevant realization compulsory parts, at an excellent level.

Qualifications

None

Objective

After passing the course the student can apply basic physics concepts such as power, torque, energy and momentum to bodies in motion and in equilibrium.

Content

Unit conversions, formulas
Graphical descriptions of movement
Velocity, acceleration
Vectors in physics
Curvilinear motion and normal acceleration
Forces and Newton's laws
Energy, work, the work-energy principle
Power and efficiency
Impulse and momentum
Torques
Center of mass
Mechanical equilibrium
Truss analysis

Application according to specific education may occur.

Evaluation scale

H-5

Assessment criteria, satisfactory (1)

Students fulfill the objectives of the course, and in the relevant realization compulsory parts, at a satisfactory level.

Assessment criteria, good (3)

Students fulfill the objectives of the course, and in the relevant realization compulsory parts, at a good level.

Assessment criteria, excellent (5)

Students fulfill the objectives of the course, and in the relevant realization compulsory parts, at an excellent level.

Qualifications

None

Objective

The aim of the course is to provide students with in-depth knowledge of performance, combustion and emissions from diesel and ottomotors, through their own laboratory measurements. After completing the course, students should have an understanding of how emissions from engines can be reduced. She will also have knowledge of electronic control systems for motors, illustrated with laboratory work on a modern engine. Finally, students should have gained experience in using modern simulation programs to analyze and optimize engine performance.

Content

- Performance Measurement
- emission measurement
- Cylinder Pressure Measurement
- Heat balance
- Engine Simulation
- Optimization

Evaluation scale

H-5

Assessment criteria, satisfactory (1)

Knows basic performance measurements for the internal combustion engine.

Can perform:
- simpler laboratory tasks on the test engine.
- simpler motor simulations.

Can work in a group.

Assessment criteria, good (3)

Can:
- apply the knowledge from the course Combustion engines when the measurements are performed.
- use the more advanced measuring instruments in the laboratory.
- calculate and simulate engine technology models instructions.

Takes responsibility for schedules and plans for test runs.

Assessment criteria, excellent (5)

Can:
- Further develop and discuss based on the theory in the course Combustion Engines.
- independently plan and motivate test and measurement methods.
- independently use the simulation tool and optimize the internal combustion engine model.
- distribute the work within the group and report on the results.

Qualifications

Engine Technology

Objective

After completing the course, students are expected to have knowledge of designing production current internal combustion engines. She will master the thermodynamic and combustion engineering basics as well as constructive aspects of manufacturing methods, material selection, etc. Students should also have knowledge of emissions from diesel and otto engines and how to reduce them.

Content

- Introduction
- History
- Engine components
- Comparison Factors
- Gas exchange and combustion
- Thermodynamics
- Mechanics
- Utility Systems
- Overcharging
- Fuels
- issues

Evaluation scale

H-5

Assessment criteria, satisfactory (1)

Know:
- different types of engines and working principles
- combustion engine main parts, gas exchange and combustion.
- different thermodynamic processes, properties and calculations.
- the location of the internal combustion engine in different contexts and disciplines.

Assessment criteria, good (3)

understand:
- how different components affect engine performance.
- how different main parts of the internal combustion engine affect performance and emissions.

Can calculate and select engine technical components.
Able to answer and ask questions regarding motor engineering terms orally and in writing.

Assessment criteria, excellent (5)

Can independently:
- select and plan different engine technology applications.
- select and design solutions that affect the internal combustion engine.
- calculate mass forces, torques and vibrations in the internal combustion engine.

Can argue and present for different choices of engines and technical solutions.

Qualifications

None

Objective

The goal with the course is to give the students basic knowledge in project management to practice in their EPS-project.

Content

Basics in project management according to PMI-framwork.

Location and time

Autumn- Winter 2024. Place: Vaasa Campus
Lectures in class are held in Novia according to the schedule in Peppi/Tuudo.


The time for submission of assessed material and any additional materials is within the lecture lesson schedule - or no later than two weeks after the last lesson.

Materials

Moodle course will provide further links and instruction

No specific course book specified - Tritonia library loan of the following may be of help:

A Guide to the Project Management Body of Knowledge (PMBOK® guide). Newtown Square, PA: Project Management Institute.

Teaching methods

Competence objectives of the study unit
In this course the principles of project management theory, terms and concepts are introduced. Through practice with a `live-case´ project, students will discover the basics of the project 'life-cycle' and learn how to build a project from pre-implementation to completion

Content of the study unit
Scoping and (SMART) objectives, (WBS) project planning, time-scheduling, leadership and team building, stakeholders mapping, budgeting and the use of risk assessment matrices together

Format of delivery
Project-based learning, lectures, exercises, feedback sessions group and self-studies.

Student workload

2 ETCS = 54 hours

Contact teaching and feedback session ~15 hr
Independent/group studying and preparation ~ 39 hr

Evaluation scale

H-5

Assessment criteria, satisfactory (1)

Graded together with the EPS-project.

Assessment criteria, good (3)

Graded together with the EPS-project.

Assessment criteria, excellent (5)

Graded together with the EPS-project.

Assessment criteria, approved/failed

Graded together with the EPS-project.

Assessment methods and criteria

To complete the course the following criteria are used for evaluation:

1. Submission of group report (weighted at 70%)
2. Individual Mulichoice exam(s) (weighted at 30%)

The reports will be Graded 1-5.

Assessment criteria, fail (0)

The criteria for grades 1-2 are not met.

Assessment criteria, satisfactory (1-2)

Students have basic knowledge of concepts used in project management
Students have a general picture of the tools that can be used in project planning and management
Students have a general picture of project process

Assessment criteria, good (3-4)

Students have good knowledge of concepts in project management and can write basic reports
Students can use project planning and management tools for basic projects
Students have a basic understanding of the project process and the different parts of the project and can carry out a project from planning to follow-up.

Assessment criteria, excellent (5)

Students have advanced knowledge about concepts in project management and can write more advanced reports
Students can use project planning and management tools for more advanced projects
Students are well aware of the different parts of the project and can independently carry out a project from planning to follow-up

Qualifications

none

Objective

The student should be able to:
- use the main terminology and concepts in accounting
- understand the closing logic and content
- group accounting idea
- understand the importance of planning and budgeting

Content

Accounting, it's role and functions.

Materials

To be adviced by the teacher.

Evaluation scale

H-5

Assessment criteria, satisfactory (1)

The student has a basic understanding of the accounting logic and structure. The calculations have substantial flaws.

Assessment criteria, good (3)

The student has a good understanding of the accounting logic and structure. The calculations are almost perfect.

Assessment criteria, excellent (5)

The students show a deeper understanding of the accounting. The calculation are clear and without fault.

Qualifications

Basic Business Economy,
Bookkeeping

Objective

After passing the course the student is expected to:

- master a drawing program for making 2-dimensional drawings.
- be able to make own technical drawings with sufficient information needed to manufacture components.
- know the designations and be able to use symbols according to current standards in machine design.
- be able to critically review drawings for approval in the industrial process.
- Understand the importance of drawings in the manufacturing process and the impact on the production economy.

Content

- Line types and text
- Scales, views and projections
- Sections
- Dimensioning
- Threads, screws and nuts
- Surface roughness and designations
- Welding designations
- Dimension tolerances and fits
- Geometric tolerances
- Geometric product specifications GPS
- Assembly drawings and materials
- Hydraulic and pneumatic process charts

Evaluation scale

H-5

Assessment criteria, satisfactory (1)

Understand and be able to read drawing layout and title fields. Understands the layout composition.
Is able to sketch simple details as a basis for drawings.
Knows current drawing standards and projections.
Knows the drawing characters and the symbols and their meaning.
Knows the basics of tolerance theory.
Is able to understand different industry drawings
Knows about some machine elements and their properties.

Assessment criteria, good (3)

Understands the importance of documentation.
Can plan the documentation.
Can apply the sketching technique to simple constructions.
Can draw and measure simple machine drawings and apply standardized drawing techniques and drawing standards.
Understands the limitations of manufacturing
Can introduce tolerances and surface signs in drawings.
Can apply the symbols of the simple machine elements in drawings.
Can read various components and their significance in nearby industry drawings

Assessment criteria, excellent (5)

Realize the responsibility for the accuracy of the documentation.
Is able to use databases
Has developed a three-dimensional way of thinking, and can apply it in drawing up drawings.
Is able to independently draw and measure complicated machine drawings.
Is able to consider the possibilities and limitations of manufacturing methods.
Understands and is able to introduce geometric tolerances.
Have a good knowledge of various industry drawings.

Qualifications

None

Further information

The course can be conducted remotely.

Objective

After completing the course, the student should be able to make calculations on pipe flow, pumps, fans and hydro turbines as well as on conduction, convection and radiation.

Content

Basic fluid dynamics
Pipe flow
Pumps, fans and hydro turbines
Heat transport through conduction and convection in planar and cylindrical geometry
Convection calculations with dimensionless quantities
Thermal radiation

Evaluation scale

H-5

Assessment criteria, satisfactory (1)

Can qualitatively apply Bernoulli's equation and make simple calculations using this equation.
Can calculate pipe friction for single pipes.
Can interpret pump and fan diagrams and make simple calculations based on these.
Can calculate heat flow rates by radiation, conduction and convection.
Can describe how a black-body spectrum depends on temperature.
Can, in typical calculations, use correct symbols and present the calculation fairly systematically.

Assessment criteria, good (3)

Can explain the meaning of the quantities and concepts of major importance in fluid and heat transport, as well as how these quantities depend on each other.
Can do calculations for pipe systems with pumps, turbines and minor losses.
Can calculate equilibrium temperatures in situations with several simultaneous heat flows.
Can calculate temperature profiles in multi-layered walls.
Can do calculations for heat exchangers with constant U-values.
Can explain the principles of thermography.
Can use computerized tools to efficiently analyze and describe relationships in fluid and heat transport.

Assessment criteria, excellent (5)

Can calculate the U-value for a heat exchanger based on the flow conditions in simple geometries.
Can make calculations on the thermal radiation spectrum.
Can derive relationships in flow and heat transport.
Can use computerized tools to make mathematically more complicated calculations in fluid and heat transport.

Qualifications

None

Objective

The student
- has a good general vocabulary
- masters the central grammar
- understands general Finnish texts (factual texts, articles, etc.)
- understands and is able to write everyday life's letters and messages
- can orally cope in everyday situations

Content

- Repetition of the central grammar
- School and studies
- Working life
- Environment
- Daily situations

Application according to specific education may occur.

Location and time

Autumn 2024, Wolffskavägen 33

Materials

Study material and compendium on Moodle.

Teaching methods

- oral and written exercises
- own work, assignments
- shorter lectures
- attendance 80 %

Exam schedules

Exam during last lesson
Retake on general re-examination

Completion alternatives

Bilingual students have done a validation of the course in the beginning of their studies.

Student workload

2 credits = 54 h work (c. 24 h in class, c. 30 h own work)

Evaluation scale

H-5

Assessment criteria, satisfactory (1)

The Common European Reference Framework for Languages ​​(CEFR) is used to assess knowledge of Finnish. Levels B1.1 and B1.2 indicate satisfactory knowledge (grades 1-3) and level B2 or higher indicates good knowledge (grades 4-5). In order to complete the course with an approved grade (grade 1), the student should have the knowledge required for level B1.1. Approved grades in this course are required to participate in the Työelämän suomi course.

Assessment criteria, good (3)

The Common European Reference Framework for Languages ​​(CEFR) is used to assess knowledge of Finnish. Levels B1.1 and B1.2 indicate satisfactory knowledge (grades 1-3) and level B2 or higher indicates good knowledge (grades 4-5). In order to complete the course with an approved grade (grade 1), the student should have the knowledge required for level B1.1. Approved grades in this course are required to participate in the Työelämän suomi course.

Assessment criteria, excellent (5)

The Common European Reference Framework for Languages ​​(CEFR) is used to assess knowledge of Finnish. Levels B1.1 and B1.2 indicate satisfactory knowledge (grades 1-3) and level B2 or higher indicates good knowledge (grades 4-5). In order to complete the course with an approved grade (grade 1), the student should have the knowledge required for level B1.1. Approved grades in this course are required to participate in the Työelämän suomi course.

Assessment methods and criteria

The assessment is based on
- class activity
- assignments
- exam

Assessment criteria, fail (0)

For the assessment of knowledge in Finnish as a second domestic, Common European Reference Framework for Languages ​​(CEFR) is used. Level B1 indicates satisfactory knowledge (grades 1–3) and level B2 or higher indicates good knowledge (grades 4–5). All universities in Finland follow the same assessment criteria.

Assessment criteria, satisfactory (1-2)

For the assessment of knowledge in Finnish as a second domestic, Common European Reference Framework for Languages ​​(CEFR) is used. Level B1 indicates satisfactory knowledge (grades 1–3) and level B2 or higher indicates good knowledge (grades 4–5). All universities in Finland follow the same assessment criteria.

Assessment criteria, good (3-4)

For the assessment of knowledge in Finnish as a second domestic, Common European Reference Framework for Languages ​​(CEFR) is used. Level B1 indicates satisfactory knowledge (grades 1–3) and level B2 or higher indicates good knowledge (grades 4–5). All universities in Finland follow the same assessment criteria.

Assessment criteria, excellent (5)

For the assessment of knowledge in Finnish as a second domestic, Common European Reference Framework for Languages ​​(CEFR) is used. Level B1 indicates satisfactory knowledge (grades 1–3) and level B2 or higher indicates good knowledge (grades 4–5). All universities in Finland follow the same assessment criteria.

Qualifications

The starting level is B1, which corresponds to C in long Finnish (A-Finnish) or M in short Finnish (B-Finnish) in the student.

Objective

The student
- has a good general vocabulary
- masters the central grammar
- understands general Finnish texts (factual texts, articles, etc.)
- understands and is able to write everyday life's letters and messages
- can orally cope in everyday situations

Content

- Repetition of the central grammar
- School and studies
- Working life
- Environment
- Daily situations

Application according to specific education may occur.

Location and time

Spring 2025, Campus Vaasa

Materials

Study material and compendium on Moodle.

Teaching methods

- oral and written exercises
- own work, assignments
- shorter lectures
- attendance 80 %

Exam schedules

Exam during last lesson
Retake on general re-examination

Completion alternatives

Bilingual students have done a validation of the course in the beginning of their studies.

Student workload

2 credits = 54 h work (c. 24 h in class, c. 30 h own work)

Evaluation scale

H-5

Assessment criteria, satisfactory (1)

The Common European Reference Framework for Languages ​​(CEFR) is used to assess knowledge of Finnish. Levels B1.1 and B1.2 indicate satisfactory knowledge (grades 1-3) and level B2 or higher indicates good knowledge (grades 4-5). In order to complete the course with an approved grade (grade 1), the student should have the knowledge required for level B1.1. Approved grades in this course are required to participate in the Työelämän suomi course.

Assessment criteria, good (3)

The Common European Reference Framework for Languages ​​(CEFR) is used to assess knowledge of Finnish. Levels B1.1 and B1.2 indicate satisfactory knowledge (grades 1-3) and level B2 or higher indicates good knowledge (grades 4-5). In order to complete the course with an approved grade (grade 1), the student should have the knowledge required for level B1.1. Approved grades in this course are required to participate in the Työelämän suomi course.

Assessment criteria, excellent (5)

The Common European Reference Framework for Languages ​​(CEFR) is used to assess knowledge of Finnish. Levels B1.1 and B1.2 indicate satisfactory knowledge (grades 1-3) and level B2 or higher indicates good knowledge (grades 4-5). In order to complete the course with an approved grade (grade 1), the student should have the knowledge required for level B1.1. Approved grades in this course are required to participate in the Työelämän suomi course.

Assessment methods and criteria

The assessment is based on
- class activity
- assignments
- exam

Assessment criteria, fail (0)

For the assessment of knowledge in Finnish as a second domestic, Common European Reference Framework for Languages ​​(CEFR) is used. Level B1 indicates satisfactory knowledge (grades 1–3) and level B2 or higher indicates good knowledge (grades 4–5). All universities in Finland follow the same assessment criteria.

Assessment criteria, satisfactory (1-2)

For the assessment of knowledge in Finnish as a second domestic, Common European Reference Framework for Languages ​​(CEFR) is used. Level B1 indicates satisfactory knowledge (grades 1–3) and level B2 or higher indicates good knowledge (grades 4–5). All universities in Finland follow the same assessment criteria.

Assessment criteria, good (3-4)

For the assessment of knowledge in Finnish as a second domestic, Common European Reference Framework for Languages ​​(CEFR) is used. Level B1 indicates satisfactory knowledge (grades 1–3) and level B2 or higher indicates good knowledge (grades 4–5). All universities in Finland follow the same assessment criteria.

Assessment criteria, excellent (5)

For the assessment of knowledge in Finnish as a second domestic, Common European Reference Framework for Languages ​​(CEFR) is used. Level B1 indicates satisfactory knowledge (grades 1–3) and level B2 or higher indicates good knowledge (grades 4–5). All universities in Finland follow the same assessment criteria.

Qualifications

The starting level is B1, which corresponds to C in long Finnish (A-Finnish) or M in short Finnish (B-Finnish) in the student.

Objective

The student
- has a good general vocabulary
- masters the central grammar
- understands general Finnish texts (factual texts, articles, etc.)
- understands and is able to write everyday life's letters and messages
- can orally cope in everyday situations

Content

- Repetition of the central grammar
- School and studies
- Working life
- Environment
- Daily situations

Application according to specific education may occur.

Location and time

Spring 2025, Campus Vaasa

Materials

Study material and compendium on Moodle.

Teaching methods

- oral and written exercises
- own work, assignments
- shorter lectures
- attendance 80 %

Exam schedules

Exam during last lesson
Retake on general re-examination

Completion alternatives

Bilingual students have done a validation of the course in the beginning of their studies.

Student workload

2 credits = 54 h work (c. 24 h in class, c. 30 h own work)

Evaluation scale

H-5

Assessment criteria, satisfactory (1)

The Common European Reference Framework for Languages ​​(CEFR) is used to assess knowledge of Finnish. Levels B1.1 and B1.2 indicate satisfactory knowledge (grades 1-3) and level B2 or higher indicates good knowledge (grades 4-5). In order to complete the course with an approved grade (grade 1), the student should have the knowledge required for level B1.1. Approved grades in this course are required to participate in the Työelämän suomi course.

Assessment criteria, good (3)

The Common European Reference Framework for Languages ​​(CEFR) is used to assess knowledge of Finnish. Levels B1.1 and B1.2 indicate satisfactory knowledge (grades 1-3) and level B2 or higher indicates good knowledge (grades 4-5). In order to complete the course with an approved grade (grade 1), the student should have the knowledge required for level B1.1. Approved grades in this course are required to participate in the Työelämän suomi course.

Assessment criteria, excellent (5)

The Common European Reference Framework for Languages ​​(CEFR) is used to assess knowledge of Finnish. Levels B1.1 and B1.2 indicate satisfactory knowledge (grades 1-3) and level B2 or higher indicates good knowledge (grades 4-5). In order to complete the course with an approved grade (grade 1), the student should have the knowledge required for level B1.1. Approved grades in this course are required to participate in the Työelämän suomi course.

Assessment methods and criteria

The assessment is based on
- class activity
- assignments
- exam

Assessment criteria, fail (0)

For the assessment of knowledge in Finnish as a second domestic, Common European Reference Framework for Languages ​​(CEFR) is used. Level B1 indicates satisfactory knowledge (grades 1–3) and level B2 or higher indicates good knowledge (grades 4–5). All universities in Finland follow the same assessment criteria.

Assessment criteria, satisfactory (1-2)

For the assessment of knowledge in Finnish as a second domestic, Common European Reference Framework for Languages ​​(CEFR) is used. Level B1 indicates satisfactory knowledge (grades 1–3) and level B2 or higher indicates good knowledge (grades 4–5). All universities in Finland follow the same assessment criteria.

Assessment criteria, good (3-4)

For the assessment of knowledge in Finnish as a second domestic, Common European Reference Framework for Languages ​​(CEFR) is used. Level B1 indicates satisfactory knowledge (grades 1–3) and level B2 or higher indicates good knowledge (grades 4–5). All universities in Finland follow the same assessment criteria.

Assessment criteria, excellent (5)

For the assessment of knowledge in Finnish as a second domestic, Common European Reference Framework for Languages ​​(CEFR) is used. Level B1 indicates satisfactory knowledge (grades 1–3) and level B2 or higher indicates good knowledge (grades 4–5). All universities in Finland follow the same assessment criteria.

Qualifications

The starting level is B1, which corresponds to C in long Finnish (A-Finnish) or M in short Finnish (B-Finnish) in the student.

Objective

The student
- has a good general vocabulary
- masters the central grammar
- understands general Finnish texts (factual texts, articles, etc.)
- understands and is able to write everyday life's letters and messages
- can orally cope in everyday situations

Content

- Repetition of the central grammar
- School and studies
- Working life
- Environment
- Daily situations

Application according to specific education may occur.

Location and time

Spring 2025, Campus Vaasa

Materials

Study material and compendium on Moodle.

Teaching methods

- oral and written exercises
- own work, assignments
- shorter lectures
- attendance 80 %

Exam schedules

Exam during last lesson
Retake on general re-examination

Completion alternatives

Bilingual students have done a validation of the course in the beginning of their studies.

Student workload

2 credits = 54 h work (c. 24 h in class, c. 30 h own work)

Evaluation scale

H-5

Assessment criteria, satisfactory (1)

The Common European Reference Framework for Languages ​​(CEFR) is used to assess knowledge of Finnish. Levels B1.1 and B1.2 indicate satisfactory knowledge (grades 1-3) and level B2 or higher indicates good knowledge (grades 4-5). In order to complete the course with an approved grade (grade 1), the student should have the knowledge required for level B1.1. Approved grades in this course are required to participate in the Työelämän suomi course.

Assessment criteria, good (3)

The Common European Reference Framework for Languages ​​(CEFR) is used to assess knowledge of Finnish. Levels B1.1 and B1.2 indicate satisfactory knowledge (grades 1-3) and level B2 or higher indicates good knowledge (grades 4-5). In order to complete the course with an approved grade (grade 1), the student should have the knowledge required for level B1.1. Approved grades in this course are required to participate in the Työelämän suomi course.

Assessment criteria, excellent (5)

The Common European Reference Framework for Languages ​​(CEFR) is used to assess knowledge of Finnish. Levels B1.1 and B1.2 indicate satisfactory knowledge (grades 1-3) and level B2 or higher indicates good knowledge (grades 4-5). In order to complete the course with an approved grade (grade 1), the student should have the knowledge required for level B1.1. Approved grades in this course are required to participate in the Työelämän suomi course.

Assessment methods and criteria

The assessment is based on
- class activity
- assignments
- exam

Assessment criteria, fail (0)

For the assessment of knowledge in Finnish as a second domestic, Common European Reference Framework for Languages ​​(CEFR) is used. Level B1 indicates satisfactory knowledge (grades 1–3) and level B2 or higher indicates good knowledge (grades 4–5). All universities in Finland follow the same assessment criteria.

Assessment criteria, satisfactory (1-2)

For the assessment of knowledge in Finnish as a second domestic, Common European Reference Framework for Languages ​​(CEFR) is used. Level B1 indicates satisfactory knowledge (grades 1–3) and level B2 or higher indicates good knowledge (grades 4–5). All universities in Finland follow the same assessment criteria.

Assessment criteria, good (3-4)

For the assessment of knowledge in Finnish as a second domestic, Common European Reference Framework for Languages ​​(CEFR) is used. Level B1 indicates satisfactory knowledge (grades 1–3) and level B2 or higher indicates good knowledge (grades 4–5). All universities in Finland follow the same assessment criteria.

Assessment criteria, excellent (5)

For the assessment of knowledge in Finnish as a second domestic, Common European Reference Framework for Languages ​​(CEFR) is used. Level B1 indicates satisfactory knowledge (grades 1–3) and level B2 or higher indicates good knowledge (grades 4–5). All universities in Finland follow the same assessment criteria.

Qualifications

The starting level is B1, which corresponds to C in long Finnish (A-Finnish) or M in short Finnish (B-Finnish) in the student.

Objective

After having completed the course you should
- have a basic vocabulary
- understand and be able to use basic everyday phrases
- have some understanding about basic grammar
- be able to ask and answer simple questions and give basic information about yourself, your family and your immediate concrete surroundings
- be able to interact in a simple way provided that the other person speaks slowly and clearly and is prepared to help

Content

All or a selection
- Introductions, greetings
- Countries, languages
- Family
- Work, professions
- Numbers, time, days of the week, months
- Weather
- Food and drink
- Cultural aspects

Location and time

Spring 2025, Wolffintie 33

Materials

All material in Moodle

Teaching methods

- Interactive lectures
- Pair and group work
- Oral and written exercises in class and on Moodle

Exam schedules

Written exam in the end of the course. Retake on retake day.

Student workload

2 etcs = 54 h work (app. 20 h in class, rest is own work)

Evaluation scale

H-5

Assessment criteria, satisfactory (1)

The student shows satisfactory knowledge of the course content (approx. 35–60 %).
The student is present during lectures bur rarely participates.

Assessment criteria, good (3)

The student shows good knowledge of the course content (approx. 61–89 %).
The student is present during lectures and participates sometimes.

Assessment criteria, excellent (5)

The student shows excellent knowledge of the course content (approx. 90–100 %).
The student takes an active role during lectures and participates often.

Assessment methods and criteria

Level A1.
Grading is based on the exam and class activity. Attendance requirement is 80 %.

After finishing the course the student can communicate in everyday situations. The student understands basic vocabulary and can produce simple sentences in spoken and written form.

Assessment criteria, satisfactory (1-2)

The student shows satisfactory knowledge of the course content (approx. 35–60 %).
The student is present during lectures bur rarely participates.

Assessment criteria, good (3-4)

The student shows good knowledge of the course content (approx. 61–89 %).
The student is present during lectures and participates sometimes.

Assessment criteria, excellent (5)

The student shows excellent knowledge of the course content (approx. 90–100 %).
The student takes an active role during lectures and participates often.

Qualifications

No prerequisites

Objective

The student:
- can communicate orally and in writing in a structured and linguistic way.
- is aware of different ways of looking for information and can use it as well as can report according to standard arrangements.
- can use the reference system and know the work process for scientific writing.