Theory of Elasticity (Book): Difference between revisions
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|isbn13=978-0-08-057069-3 | |isbn13=978-0-08-057069-3 | ||
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Elasticity theory is the solid counterpart to Fluid Mechanics, the other branch of continuum mechanics. | Elasticity theory is the solid counterpart to Fluid Mechanics, the other branch of continuum mechanics. | ||
This section is under construction. We will include further materials on finite element methods, linear and nonlinear elasticity, chain complexes from symmetric tensors, and geodynamics at minimum. | |||
=== Applications === | === Applications === | ||
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| title = === Finite Element Exterior Calculus === | | title = === Finite Element Exterior Calculus === | ||
| desc = Finite Element Exterior Calculus by Douglas Arnold. | | desc = Finite Element Exterior Calculus by Douglas Arnold. | ||
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| cover = Chapelle shells cover.jpg | |||
| link = The Finite Element Analysis of Shells (Book) | |||
| title = === The Finite Element Analysis of Shells === | |||
| desc = The Finite Element Analysis of Shells by Dominique Chapelle and Klaus-Jürgen Bathe. | |||
}} | }} | ||
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Latest revision as of 16:59, 6 December 2023
Elasticity theory is the solid counterpart to Fluid Mechanics, the other branch of continuum mechanics.
Theory of Elasticity | |
Information | |
---|---|
Author | Lev Landau |
Language | English |
Series | Course of Theoretical Physics |
Publisher | Elsevier Science |
Publication Date | 1986 |
Pages | 187 |
ISBN-13 | 978-0-08-057069-3 |
This section is under construction. We will include further materials on finite element methods, linear and nonlinear elasticity, chain complexes from symmetric tensors, and geodynamics at minimum.