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Engineering Mathematics
Dukkipati, Rao V
, Former Prof. & Chairman Deptt. of Mech. Engg., Fairfield, University, Fairfield, Connecticut USA.
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PRINTED BOOK DETAILS:
ISBN :
978-81-224-3358-6
Publication Year :
2012
Edition :
1st
Pages :
970
Price :
$ 24.95
Binding : Paperback
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About the Book: |
The Book Engineering Mathematics is designed as an introductory to undergraduate course for science and engineering students of all disciplines. The text covers all major aspects of mathematical methods: numerical computations, matrix theory, solution of linear system of equations, eigen values and eigen vectors, solution of algebraic and transcendental equations, numerical differentiation, finite differences and interpolation, curve fitting, numerical integration, numerical solution of ordinary differential equations, Fourier series, Fourier integrals and Fourier transforms, partial differential equations and z-transforms. The book continues to maintain a student-friendly approach and problem-solving orientation. Presentations are limited to very basic topics to serve as an introduction to advanced topics in those areas of discipline. The purpose of this book is to present the principles and concepts of mathematical methods as relevant to student learning. Some of the salient features of the book are:Lucid styleEasy to understand methodologyCoverage of all course fundamentalsClarity in the presentation of concepts Over 350 fully-solved problems with step-by-step solutionsOver 500 unsolved exercise problems with complete answers
The numerous worked examples and unsolved exercise problems are intended to provide the reader with an awareness of the general applicability of principles and concepts of mathematical methods. Answers to problems are given at the end of the book. An extensive bibliography to guide the student to further sources of information on mathematical methods topics covered in this book is provided at the end of the book.
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About the Author: |
Rao V Dukkipati is a former Professor and Chairman of Mechanical Engineering, and the Director of Graduate program at Fairfield University as well as a consultant in the field of road vehicle accident reconstruction. He is member of the Connecticut Academy of Sciences and Engineering (CASE), and a Fellow of both the American Society of Mechanical Engineers (ASME) and the Canadian Society for Mechanical Engineers (CSME). Dr. Dukkipati’s other professional memberships include the American Society for Engineering Education (ASEE), SAE International, Certified Accident Investigator (CAI) by the National Association of Investigative Specialists (NAIS), Member of National Association of Traffic Accident Reconstructionists and Investigators (NATARI), and International Network of Collision Reconstruction (INCR) group. He has done Ph.D. in Mechanical Engineering from Oklahoma Sate University (1973), an MS in Mechanical Engineering from both the Andhra University, India (1969) and the University of New Brunswick, Canada (1971), a Post Graduate Diploma in Applied Statistics from Andhra University (1969), and a BS in Mechanical Engineering from Sri Venkateswara University, India. Dr. Dukkipati’s specialised areas of teaching and research include mechanical design, mechanics, vibrations, control systems, engineering system dynamics, economy and reliability, quality control, advanced engineering mathematics, vehicle dynamics and road vehicle accident reconstruction.
Dr. Dukkipati has authored more than 300 papers in national and international journals and conferences and numerous technical reports. He has authored/co-authored more than 30 engineering books spanning a range of topics that includes vibrations, control systems, engineering system dynamics, economy and reliability, quality control, advanced engineering mathematics, robotics, numerical methods, kinematics and dynamics, railway vehicle dynamics, and road vehicle dynamics. Dr. Dukkipati was awarded the 2008 American Society for Engineering Education(ASEE) New England Section Outstanding Teacher Award.
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Contents: |
Vectors and Vector SpacesMatrix AlgebraLinear System of EquationsSolution of Algebraic and Transcendental EquationsEigenvalues, Eigenvectors and DiagonalizationFourier Series and IntegralsFourier TransformsLaplace TransformsCurve Fitting, Regression and CorrelationOptimizationVector Differential CalculusVector Integral CalculusPartial Differential Equations and Boundary Value Problemsz-TransformsNumerical ComputationsNumerical MethodsMATLAB Basics
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Audience: |
Mathematics,New Releases
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