Course Title : Applied Solid Mechanics I

Code 10B032
Course Year Master 1st
Term 1st term
Class day & Period Thu 1st
Location C2-102
Credits 2
Restriction No Restriction
Lecture Form(s) Lecture
Language Japanese
Instructor Makoto Ohsaki

Course Description

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.

Grading

Examination

Course Goals

To learn fundamentals of solid mechanics

Course Topics

Theme Class number of times Description
Stress tensor and strain tensor 4 Fundamentals of tensor analysis, stress tensor, strain tensor, and constitutive relation is discussed.
Conservation laws and boundary value problem 3 Conservation laws and displacement-based boundary value problem is formulated.
Geometric nonlinearity 3 Stress and strain tensors are presented for dealing with finite deformations.
Material nonlinearity 4 Fundamentals of nonlinear elastic and elastoplastic constitutive relations are discussed.
Exam 1 Understanding of the theories and formulations presented in this class is examined.

Textbook

Textbook(supplemental)

Prerequisite(s)

Structural mechanics, linear algebra, vector analysis

Independent Study Outside of Class

Web Sites

Additional Information