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Foreword to the Classics Edition; Preface; Conventions; Part I. Geometrical Prerequisites for Three-Dimensional Continuum Mechanics: 1. Vectors, determinants, and motivation for tensors; 2. Cartesian tensors; Part II. Problems in Continuum Mechanics: 3. Viscous fluids; 4. Foundations in elasticity; 5. Some examples of static oroblems in elasticity; 6. Introduction to dynamic problems in elasticity; Part III. 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 IV. Variational Methods and Extremum Principles: 11. Calculus of variations; 12. Characterization of Eigenvalues and equilibrium states as extrema; Bibliography; Hints and answers; Index.
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Kevin Little
reviewed Mathematics Applied to Continuum Mechanics on October 05, 2015 Mathematics Applied to Continuum Mechanics
Great overview of how to introduce and teach math concepts. It doesn't contain specific lesson plans, but would be useful to read before beginning a new math unit - it will give you an overall view on what is being taught and some ways to successfully teach it.
Concrete, iconic and symbolic teaching.
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Add Mathematics Applied to Continuum Mechanics, This modern classic analyzes continuum models of fluid flow and solid deformation, examining problems in continuum mechanics, water waves, extremum principles and much more. For upper-level undergraduate and graduate students in the fields of applied math, Mathematics Applied to Continuum Mechanics to the inventory that you are selling on WonderClubX
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Add Mathematics Applied to Continuum Mechanics, This modern classic analyzes continuum models of fluid flow and solid deformation, examining problems in continuum mechanics, water waves, extremum principles and much more. For upper-level undergraduate and graduate students in the fields of applied math, Mathematics Applied to Continuum Mechanics to your collection on WonderClub |