Spring 2024 Engineering Mechanics E6364 section 001

NONLINEAR COMPUTATIONAL MECH

NONLINEAR COMPUTATIONAL M

Call Number 13382
Day & Time
Location
R 1:10pm-3:40pm
516 Hamilton Hall
Points 3
Grading Mode Standard
Approvals Required None
Instructor Jacob Fish
Type LECTURE
Method of Instruction In-Person
Course Description

The formulations and solution strategies for finite element analysis of nonlinear problems are developed. Topics include the sources of nonlinear behavior (geometric, constitutive, boundary condition), derivation of the governing discrete equations for nonlinear systems such as large displacement, nonlinear elasticity, rate independent and dependent plasticity and other nonlinear constitutive laws, solution strategies for nonlinear problems (e.g. incrementation, iteration), and computational procedures for large systems of nonlinear algebraic equations.

Web Site Vergil
Department Civil Engineering and Engineering Mechanics
Enrollment 5 students (25 max) as of 4:05PM Saturday, December 21, 2024
Subject Engineering Mechanics
Number E6364
Section 001
Division School of Engineering and Applied Science: Graduate
Section key 20241ENME6364E001