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Mathematics applied to continuum mechanics

Author: Lee A Segel; G H Handelman
Publisher: New York : Dover Publications, 1987.
Edition/Format:   Print book : English : Dover edView all editions and formats
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Additional Physical Format: Online version:
Segel, Lee A.
Mathematics applied to continuum mechanics.
New York : Dover Publications, 1987
(OCoLC)646892645
Material Type: Internet resource
Document Type: Book, Internet Resource
All Authors / Contributors: Lee A Segel; G H Handelman
ISBN: 0486653692 9780486653693
OCLC Number: 15196959
Notes: Originally published: New York : Macmillan, ©1977.
Includes indexes.
Description: xviii, 590 pages : illustrations ; 22 cm
Contents: Part A. Geometrical prerequisites for three-dimensional continuum mechanics --
1. Vectors, determinants, and motivation for tensors --
2. Cartesian tensors --
Part B. Problems in continuum mechanics --
3. Viscous fluids --
4. Foundations of elasticity --
5. Some examples of static problems in elasticity --
6. Introduction to dynamic problems in elasticity --
Part C. Water waves --
7. Formulation of the theory of surface waves in an inviscid fluid --
8. Solution in the linear theory --
9. Group speed and group velocity --
10. Nonlinear effects --
Part D. Variational methods and extremum principles --
11. Calculus of variations --
12. Characterization of Eigenvalues and equilibrium states as extrema.
Responsibility: by Lee A. Segel with additional material on elasticity by G.H. Handelman.
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