000			01820 a2200193 4500
003			NUST
005			20221121130802.0
020			_a978-81-203-3917-0
040			_cNust
082			_a515.353,BHA
100			_aBharma, K.S _9103264
245			_aPartial Differential Equations : _bAn Introductory Treatment With Applications / _cK.S Bharma
260			_aNew Delhi _bPHI Learning Private Ltd _c2010
300			_axviii,560 p.:
500			_a
505			_a Preliminaries (Page-1), Formulation of Partial Differential Equation(Page-7), Lagrange Equations(Page-12), Cauchy Initial Value Problem for Linear First Order Equations (Page-25), Total Differential Equations (Pfaffian Equations)(Page-51), Generating Integral Surfaces of Lagrange Equation (Page-60), Orthogonal Surface to a Given System of Surfaces (Page-66), Classification of the Solution of First Order Equations (Page-75), Classification of the Nonlinear First Order Equations (Page-82), Integrals of Certain Nonlinear Equations (Standard Forms (Page-90), Cauchy Initial Value Problem for Nonlinear First Order Equations (Page-97), System of First Order Equations and Legendre Transformation (Page-119), Linear Equations with Constant Coefficients (Page-126), Discontinuous Solutions of Conservation Laws (Page-147)Transport Problems and Hamiltonian Dynamics (Page-167), Second Order Equations (Page-197), Special Types of Second Order Equations (Page-214), Classification of Second Order Linear Equations (Page-218), Wave Problems by Duhamel Principle(Page-505), Wave Problems by Green Function (Page-513), Wave Problems in Two Dimension by Green Function (Page-521), Nonlinear Effects in Wave Propagation (Page-536). _g
650			_aPartial Differential Equations An Introductory Treatment With Applications _9103265
942			_2ddc _cBK _k515.353,BHA
999			_c189487 _d189487