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Chapter 1 represents a sound structure in logical manner to provide wide knowledge of diffusion. Diffusion is useful to engineers, chemists, life scientists and to our daily lives. Chapter 2 contains the discussion about the group theoretic similarity techniques in general. Today there are number of similarity techniques found in literature out of which (1) Free Parameter, (2) Separation of Variables, (3) Dimensional Analysis, (4) Group theoretic are frequently used.Chapter 3 deals with the problems of one-dimensional diffusion equation. The diffusion equation describes the solute transport…mehr

Produktbeschreibung
Chapter 1 represents a sound structure in logical manner to provide wide knowledge of diffusion. Diffusion is useful to engineers, chemists, life scientists and to our daily lives. Chapter 2 contains the discussion about the group theoretic similarity techniques in general. Today there are number of similarity techniques found in literature out of which (1) Free Parameter, (2) Separation of Variables, (3) Dimensional Analysis, (4) Group theoretic are frequently used.Chapter 3 deals with the problems of one-dimensional diffusion equation. The diffusion equation describes the solute transport due to combined effect of diffusion and convection in a medium. It is a partial differential equation of parabolic type, derived on the principle of conservation of mass using Fick's law.
Autorenporträt
K. J. Chauhan received his doctorate from Veer Narmad South Gujarat University, Surat (Gujarat). He is an Assistant Professor in Mathematics since 2009. Presently he is the Head of the Department of Mathematics at Sir P. T. Sarvajanik College of Science, Surat (Gujarat). Also he worked for fifteen years as a Lecturer at Government Science College.