Physics of Continuous Media (2nd Ed.) Problems and Solutions in Electromagnetism, Fluid Mechanics and MHD, Second Edition
Auteur : Vekstein Grigory
Based on the author?s many years of lectures and tutorials at Novosibirsk State University and the University of Manchester, Physics of Continuous Media: Problems and Solutions in Electromagnetism, Fluid Mechanics and MHD, Second Edition takes a problems-based approach to teaching continuous media. The book?s problems and detailed solutions make it an ideal companion text for advanced physics and engineering courses.
Suitable for any core physics program, this revised and expanded edition includes a new chapter on magnetohydrodynamics as well as additional problems and more detailed solutions. Each chapter begins with a summary of the definitions and equations that are necessary to understand and tackle the problems that follow. The text also provides numerous references throughout, including Landau and Lifshitz?s famous course of theoretical physics and original journal publications.
A Bit of Math: Vectors, Tensors, Fourier Transform, etc. Electrodynamics. Fluid Dynamics. Magnetohydrodynamics. Theory of Elasticity. Index.
Date de parution : 04-2013
Ouvrage de 276 p.
15.6x23.4 cm
Disponible chez l'éditeur (délai d'approvisionnement : 15 jours).
Prix indicatif 71,13 €
Ajouter au panierThèmes de Physics of Continuous Media :
Mots-clés :
Wave Propagating; Weak Non-linearity; basic principles and physical laws of Continuous Media; Displacement Vector; magnetohydrodynamics; External Magnetic Field; Electromagnetism; Langmuir Wave; Fluid Mechanics; Ideal MHD; Landau and Lifshitz and theoretical physics; Current Sheet; theory of elasticity; Electromagnetic Wave Propagating; condensed-matter physics courses; Magnetic Induction Equation; practical approach to classical physics; Dielectric Tensor; mechanics of fluids and solids; Magnetic Reconnection; Problems and Solutions in Continuous Media; E0 Exp; Initial Magnetic Field; Ideal Incompressible Fluid; Alfven Wave; Cherenkov Radiation; Hermitian Tensor; Magnetic Field Perturbation; Magnetic Dipole Moment; Magnetic Field; Vorticity Line; Flux Function; Momentum Flux Tensor; Wave Vector; Magnetic Field Lines