Best Books For Numerical Methods For Engineering Student For GATE and Semester Exam
Numerical Methods is a subject where you solve/practice first and then build your on your concepts by making proper conclusions
you can go for this books, which are in simple language and easy to understand.
1.Numerical analysis and computer programming by Dr B S Grewal
Product details
- Publisher : KHANNA PUBLISHERS; Eleventh edition (1 January 2013)
- Language : English
- Paperback : 700 pages
- ISBN-10 : 817409248X
- ISBN-13 : 978-8174092489
- Reading age : 16 years
- Item Weight : 200 g
- Dimensions : 20 x 14 x 4 cm
- Country of Origin : India
- Approximations and errors in computation
solution of algebraic and transcendental equations
solution of simultaneous algebraic equations
matrix inversion and eigenvalues problems
empirical laws and curve-fitting
finite differences
interpolation
Numerical differentiation and integration
difference equations
Numerical solution of ordinary differential equations
Numerical solution of partial differential equations
linear programming
a brief of review of computers
Numerical methods using C language
Numerical methods using C++ language
Numerical methods using MATLAB
appendix 1: useful information appendix 2: bibliography appendix 3: answers to problems
index. 
2. Numerical Methods In Science And Engineering by S.Rajasekaran
Product details
- ASIN : B0072K2ZAO
- Publisher : SChand (1 January 1999)
- Language : English
- ISBN-10 : 8121923123
- ISBN-13 : 978-8121923125
- Item Weight : 500 g
- Methods are developed for solving large-scale problems such as those involving large number of equation, large-scale Eigne-value problems and non-linear algebric equations.Interpolation and numerical integration techniques are also presented.The book deals comprehensively with the solution techniques for initial value problems.Numerical solutions to partial differential equations for boundry value problems by region method, such as finite difference technique, have been elaborately discussed.Computer programs in BASIC, FORTRAN and C are provided, wherever approiate, to enable students to acquire both knowledge and skill in numerical computation and for programming their own practical problems. Table Of Contents: CONTENT: 1. Errors and approximations in numerical computations | 2. Matrices and determinants | 3. Linear system of equations (Direct methods) | 4. Iterative methods for solving linear equation | 5. Storage schemes and solution of large system of linear equations | 6. Solution techniques for eigenvalue problems | 7. Solution of a nonlinear equation | 8. Solution of non-linear system of equations | 9. Interpolation and curve fitting | 10. Numerical integration | 11. The approximation for the solution of ordinary first order differential equations | 12. Boundary value problems region method (finite difference approach) | References | Appendix | Index
- ASIN : B0072K2ZAO
- Publisher : SChand (1 January 1999)
- Language : English
- ISBN-10 : 8121923123
- ISBN-13 : 978-8121923125
- Item Weight : 500 g
- Methods are developed for solving large-scale problems such as those involving large number of equation, large-scale Eigne-value problems and non-linear algebric equations.Interpolation and numerical integration techniques are also presented.The book deals comprehensively with the solution techniques for initial value problems.Numerical solutions to partial differential equations for boundry value problems by region method, such as finite difference technique, have been elaborately discussed.Computer programs in BASIC, FORTRAN and C are provided, wherever approiate, to enable students to acquire both knowledge and skill in numerical computation and for programming their own practical problems. Table Of Contents: CONTENT: 1. Errors and approximations in numerical computations | 2. Matrices and determinants | 3. Linear system of equations (Direct methods) | 4. Iterative methods for solving linear equation | 5. Storage schemes and solution of large system of linear equations | 6. Solution techniques for eigenvalue problems | 7. Solution of a nonlinear equation | 8. Solution of non-linear system of equations | 9. Interpolation and curve fitting | 10. Numerical integration | 11. The approximation for the solution of ordinary first order differential equations | 12. Boundary value problems region method (finite difference approach) | References | Appendix | Index
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