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Mathematical Modelling of Physical Processes in Composite Materials of Periodical Structures

Autor: ,
ISBN: 5-354-01041-1
Año:
Idioma: English
Encuadernación: Rústica

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336  páginas

The book offers a modern description of the mathematical methods required for solving a wide class of problems in the theory of elasticity, heat conductivity, thermo- and electroelasticity for composites of regular structure.

It will be of use for professionals working in the fields of mechanics of continuous media, composites, as well as for postgraduates and students specializing in the field of materials science.

S/150.00

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Description

Contents

Chapter 1. Introduction. Models of composite materials.

Chapter 2. Equations of the mathematical physics with quickly changing coefficients.

Chapter 3. The asymptotic method of averaging.

Chapter 4. Averaging of the non-stationary equation of heat conduction for composite materials of a periodic structure.

Chapter 5. Averaging of the equations of electrodynamics in a periodic medium.

Chapter 6. Heating of the composite periodic structure in a high-frequency electromagnetic field. Solution of the problem of heating of a lamninated composite.

Chapter 7. Some information about the theory of periodic functions

Chapter 8. Heating of  a fibrous composite of a periodic structure in a high – frecuency electromagnetic field.

Chapter 9. About the propagation of acoustin waves in a fibrous material filled with liquid

Chapter 10. Motion of viscous liquid in a porous medium with a periodic structure.

Chapter 11. The theory of elasticity of composite materials with periodic structures.

Chapter 12. Coupled fields in composite materials with periodic structure.

Chapter 13. Averaging of the equations of physical processes for bodies with with a wavy boundary.

Chapter 14. Special integral transformations for solution of the problems of the mathematical physics in periodic media.

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