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Mathematical Methods For Engineers And Physicists, 2Ed at Meripustak

Mathematical Methods For Engineers And Physicists, 2Ed by A K Mukhopadhyay, Wiley India

Books from same Author: A K Mukhopadhyay

Books from same Publisher: Wiley India

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  • General Information  
    Author(s)A K Mukhopadhyay
    PublisherWiley India
    ISBN9789389633276
    Pages1076
    BindingHardcover
    LanguageEnglish
    Publish YearFebruary 2020

    Description

    Wiley India Mathematical Methods For Engineers And Physicists, 2Ed by A K Mukhopadhyay

    The book comprises 17 chapters. Almost all the chapters have dealt with various aspects of differential equations considering these as effective tools for modelling of physical and engineering systems. Solutions of some special differential equations, viz. the Bessel, Legendre, Hermite, Leguerre and Tschebyscheff, have also been presented. Numerical methods for solving differential equations have been presented and the solution methods to partial differential equations have been thoroughly covered. About the Author Dr. Asok Kumar Mukhopadhyay is former Vice-Chancellor, Tripura University; former Sir R.B. Ghosh Professor in Electrical Engineering, Department of Applied Physics, Faculty of Technology and former Dean, Faculty of Engineering and Technology, University of Calcutta. His fields of interest include Modelling of Continuous and Discontinuous Systems of Electrical Engineering and Electronics and Microprocessor applications in the area of Monitoring, Control, Protection and Instrumentation. He has published over 155 technical papers in national and international journals. He is the recipient of the National Associateship, YESE Award; Best Technical Paper Award by the Central Electricity Authority, Govt. of India; Pandit Madan Mohan Malaviya Memorial Prize Railway Board Prize; The Union Ministry of Energy-Department of Power Medal, etc. TABLE OF CONTENTS BOOK REVIEW Differential Equation Linear Differential Equations of Second Order Some Special Types of Second Order Differential Equations Application of Differential Equations in Solving Physical and Engineering Problems Series Solution of a Differential Equation Solution of Some Special Differential Equations Fourier Series Partial Differential Equations Numerical Solution of Differential Equations Special Functions Integral Equations Fourier Transform Calculus of Variation Functions of Complex Variables Laplace Transform Z-Transform Probability Theory and Statistics



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