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Structural Mechanics 1Laajuus (3 cr)

Code: INF21GB03

Credits

3 op

Objective

The student can for statically determined structural members exposed to bending, calculate bearing forces, transverse force and bending moments, and with the help of formulas calculate deflection. The student can both draw and interpret torque and transverse force diagrams. The student understands the function of truss beams. The student knows the stress distribution in a flexural cross section. After completing the course, the student can do simple cross-sectional dimensioning for rectangular solid cross-sections.

Content

Statically determined structural members exposed to bending
Support forces, transverse force, bending moment and deflection.
Torque and transverse force diagrams
Function of truss beams.
The stress distribution in a flexural cross section.
Simple cross-sectional dimensioning for rectangular solid cross-sections.

Qualifications

None

Enrollment

15.06.2023 - 03.09.2023

Timing

28.08.2023 - 29.10.2023

Number of ECTS credits allocated

3 op

Mode of delivery

Contact teaching

Unit

Faculty of Technology and Seafaring

Campus

Vasa, Wolffskavägen 33

Teaching languages
  • Svenska
Teachers
  • Anders Borg
Teacher in charge

Tom Lipkin

Groups
  • ÖH22BYS-INFRA-V
    Öppna yh, Fortbildning i infrabyggande

Objective

The student can for statically determined structural members exposed to bending, calculate bearing forces, transverse force and bending moments, and with the help of formulas calculate deflection. The student can both draw and interpret torque and transverse force diagrams. The student understands the function of truss beams. The student knows the stress distribution in a flexural cross section. After completing the course, the student can do simple cross-sectional dimensioning for rectangular solid cross-sections.

Content

Statically determined structural members exposed to bending
Support forces, transverse force, bending moment and deflection.
Torque and transverse force diagrams
Function of truss beams.
The stress distribution in a flexural cross section.
Simple cross-sectional dimensioning for rectangular solid cross-sections.

Evaluation scale

H-5

Qualifications

None