Applied Solid Mechanics I
| Numbering Code | G-ENG04 5B032 LJ74 | Year/Term | 2022 ・ First semester |
|---|---|---|---|
| Number of Credits | 2 | Course Type | Lecture |
| Target Year | Target Student | ||
| Language | Japanese | Day/Period | Thu.2 |
| Instructor name |
OOSAKI MAKOTO (Graduate School of Engineering Professor) (Graduate School of Engineering Associate Professor) |
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| Outline and Purpose of the Course | Fundamentals of stress tensor, strain tensor, and constitutive relations are discussed. Based on these concepts, boundary value problem is formulated. Finite deformation and nonlinear constitutive relations are also discussed. | ||
| Course Goals | To learn fundamentals of solid mechanics | ||
| Schedule and Contents |
1-4. Stress tensor and strain tensor: Fundamentals of tensor analysis, stress tensor, strain tensor, constitutive relation. 5-7. Conservation laws and boundary value problem: 8-10. Geometric nonlinearity: Stress and strain tensors considering finite deformation. 11-14. Material nonlinearity: Fundamentals of nonlinear elastic and elastoplastic constitutive relations. 15. Final examination/ Learning achievement evaluation |
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| Evaluation Methods and Policy | Final examination | ||
| Course Requirements | Structural mechanics, linear algebra, vector analysis | ||
| Study outside of Class (preparation and review) | Explained in the class | ||
| Related URL | |||
