Class Tuesday, 15-18
Instructor
Isaac Harari
-
office: Wolfson 225, (640-)9439
-
hours: Tuesday, 14-15 (or by appointment)
-
e-mail:
harari AT tauex.tau.ac.il
Topics Background: mathematical preliminaries
- (indicial notation, read
Chap. 2A in Lai,
solve exercises).
-
Kinematics: finite deformation, strain, principal strain, compatibility.
Balance laws: traction, stress, principal stress, momentum balance.
Constitutive relations: anisotropic linear elasticity, generalized Hooke's law.
Formulation: initial/boundary-value problem, virtual work, structural models.
Problem solving.
Elastodynamics.
References
(
marks
Neiman Library holdings)
Fung
& Tong,
Classical
and Computational Solid Mechanics, World Scientific,
2001.
Hjelmstad,
Fundamentals of Structural Mechanics, 2nd Ed., Springer, 2005.
Holtzapfel,
Nonlinear
Solid Mechanics, Wiley, 2000.
Lai,
Rubin, and Krempl,
Introduction
to Continuum Mechanics, Butterworth-Heinemann,2010.
Langhaar, Energy Methods in Applied Mechanics, Wiley, 1962.
Oden,
Mechanics of Elastic Structures, 2nd Ed., McGraw-Hill,
1981.
Timoshenko & Goodier, Theory of Elasticity, 3rd Ed.,
McGraw-Hill,
1970.
Grading
-
Homework (to final) 0%
- Final
100% (10/1/2022, 14:00)
Online Resources
-
Auxetics: negative Poisson's
ratio.
Bower, Applied mechanics of solids.
Course
mailing list
<0540-5400-01@listserv.tau.ac.il>.
Elasticity (Wikiversity).
Israel
Association for Computational Methods in Mechanics
(IACMM-L).
Michell
solution (Wikipedia).
Writing guides.
Outline
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