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If the bisection method results in a computer program that runs too slow, then other faster methods may be chosen; otherwise it is a good choice of method. We want to construct a sequence x0, x1, x2. Numerical Methods using MATLAB, 3e, is an in depth reference offering an entire lot of useful and important numerical algorithms that could be carried out into MATLAB, to help researchers analyze a selected consequence.
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Download Numerical Methods By Rao V. Dukkipati – Numerical Methods book is designed as an introductory undergraduate or graduate course for mathematics, science and engineering students of all disciplines. The text covers all major aspects of numerical methods, including numerical computations, matrices and linear system of equations, solution of algebraic and transcendental equations, finite differences and interpolation, curve fitting, correlation and regression, numerical differentiation and integration, and numerical solution of ordinary differential equations. The book continues to maintain a student-friendly approach and numerical 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 the book is to present the principles and concepts of numerical methods as relevant to student learning. Some of the salient features of the book are:
- Lucid style
- Easy to understand methodology
- Coverage of all course fundamentals
- Clarity in the presentation of concepts
- Over 175 fully-solved problems with step-by-step solutions
- Over 350 additional practice 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 numerical methods. An extensive bibliography to guide the student to further sources of information on numerical methods topics covered in this book is provided at the end of the book. Answers to all end-of chapter problems are given at the end of the book.
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Contents
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Book Contents
- Numerical Computations
- Linear System of Equations
- Solution of Algebraic and Transcendental Equations
- Numerical Differentiation
- Interpolation
- Curve Fitting
- Numerical Integration
- Numerical Solution of Ordinary Differential Equations
- Appendices.
About Author
Rao V Dukkipati was former Professor and Chairman of the Department of Mechanical Engineering at Fairfield University. He was a 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 did PhD in Mechanical Engineering from Oklahoma State 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 1966, 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 include 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.
Book Details
Numerical Methods By Rao V. Dukkipati – Details
Book Name | Numerical Methods |
Author Name | Rao V. Dukkipati |
Publications | Newage Publishers |
Language | English |
ISBN-10 | 8122428134 |
ISBN-13 | 978-8122428131 |
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Download Numerical Methods By R. K. Jain, S. R. K. Iyengar – This comprehensive textbook covers material for one semester course on Numerical Methods (MA 1251) for B.E./ B.Tech. students of Anna University. The emphasis in the book is on the presentation of fundamentals and theoretical concepts in an intelligible and easy to understand manner. The book is written as a textbook rather than as a problem/guide book. The textbook offers a logical presentation of both the theory and techniques for problem solving to motivate the students in the study and application of Numerical Methods. Examples and Problems in Exercises are used to explain each theoretical concept and application of these concepts in problem solving. Answers for every problem and hints for difficult problems are provided to encourage the students for self-learning. At the end of each important section, a review set of questions and answers are provided to understand the theoretical concepts in the text.
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Numerical Methods By R. K. Jain, S. R. K. Iyengar – Book PDF Free Download
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Book Contents
1. SOLUTION OF EQUATIONS AND EIGEN VALUE PROBLEMS
- Solution of Algebraic and Transcendental Equations
- Linear System of Algebraic Equations
- Introduction
- Direct Methods
- Iterative Methods
- Eigen Value Problems
- Answers and Hints
2. INTERPOLATION AND APPROXIMATION
- Introduction
- Interpolation with Unevenly Spaced Points
- Interpolation with Evenly Spaced Points
- Spline Interpolation and Cubic Splines
- Answers and Hints
3. NUMERICAL DIFFERENTIATION AND INTEGRATION
- Introduction
- Numerical Differentiation
- Numerical integration
4. INITIAL VALUE PROBLEMS FOR ORDINARY DIFFERENTIAL EQUATIONS
- introduction
- Single Step and Multi Step Methods
- Taylor Series Method
- Runge-Kutta Methods
- System of First Order initial Value Problems
- Multi Step Methods and Predictor-Corrector Methods
- Answers and Hints
5. BOUNDARY VALUE PROBLEMS IN ORDINARY DIFFERENTIAL EQUATIONS AND INITIAL & BOUNDARY VALUE PROBLEMS IN PARTIAL DIFFERENTIAL EQUATIONS
- Introductions
- Boundary value Problems Governed by Second Order Ordinary Differential Equations
- Classification of Linear Second Order Partial Differential Equations
- Finite Difference Methods for Laplace and Poisson Equations
- Finite Difference Method for Heat Conduction Equation
- Finite Difference Method for Wave Equation
- Answers and Hints
About Author
Satteluri R.K. Lyengar (b. 1941), M.A., M.Tech., Ph.D. Was a Professor of Mathematics at the indian Institute of Technology, Delhi. He had also served as the Head of the Department of Mathematics, IIT, Delhi. Presently, Dr. Lyengasr is the Dean (Academic Affairs) and Professor of Mathematics at Gokaraju Rangaraju Instutute of Engineering & Technology, Hyderabad. Dr. lyengar’s research specialisation is Numerical Analysis. He has a large number of research Publications in Int3ernational and National Journals of repute in the area of Numerical Analysis. He is a coauthor of a number of books on Numerical Analys8is and Advanced Engineering Mathematics. Dr. Lyengar worked as a post-doctoral fellow at the Oxfard University Computi9ng Laboratory, U.K. He was also a visiting fellow at the university of Saskatchewan, Canada.
Rajinder Kumar Jain (B.1941), M.A., Ph.D. Was a Professor of Mathematics at the Indian Institute of Technology, Delhi. Presently, Dr. Jain is a professor of a Mathematics in the Department of Applied Sciences, Manav Ranchna College of Engineering, Faridabad, Haryana. Dr. Jain’s research specialisation is Numerical Analysis. He has a large number of research publications in International and National Journals of repute in the area of Numerical Analysis. He is a coauthor of number of books on Numerical Analysis Engineering Mathematics. Dr. Jain worked asa visiting faculty at the University of Saskatchewan, Canada; Cranfield Institute of Technology, U.K. And RMIT, Australia.
Book Details
Numerical Methods By R. K. Jain, S. R. K. Iyengar – Details
Book Name | Numerical Methods |
Author Name | R. K. Jain, S. R. K. Iyengar |
Publications | New Age International Private Limited |
Language | English |
ISBN-10 | 8122426107 |
ISBN-13 | 978-8122426106 |
Download Link
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DISCLAIMER : I am not the original publisher of this Book/Material on net. This e-book/Material has been collected from other sources of net.
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Numerical Methods By R. K. Jain, S. R. K. Iyengar Book
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