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Scilab Textbook Companion Project
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Category
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Aeronautical/Aerospace Engineering/Civil Engineering/Industrial Engineering/Mechanical Engineering/Nuclear Engineering/Ocean Engineering/Production Engineering
Computer Science/Information Technology
Chemical Engineering
Chemistry
Electrical Engineering/Electrical & Electronics Engineering/Electronics & Telecommunication Engineering/Instrumentation & Control Engineering
Material Sciences/Metallurgy
Mathematics & Statistics
Physics
Economics
Sub Category
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Linear Algebra
Numerical Analysis
Trigonometry
Probability
Statistics
Discrete Mathematics
Nonlinear Dynamics
Engineering Mathematics
Title of the book
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Numerical Methods For Scientists And Engineers (Written by K. S. Rao)
Numerical Methods For Scientific And Engineering Computation (Written by M. K. Jain, S. R. K. Iyengar And R. K. Jain)
Numerical Methods For Engineers (Written by S. C. Chapra And R. P. Canale)
Numerical Methods: Principles, Analysis, And Algorithms (Written by S. Pal)
Numerical Methods (Written by E. Balaguruswamy)
Numerical Methods (Written by B. Ram)
Numerical Analysis (Written by I. Jacques And C. Judd)
An Introduction To Numerical Analysis (Written by K. E. Atkinson)
Elementary Numerical Analysis: An Algorithmic Approach (Written by S. D. Conte And C. de Boor)
Introduction To Numerical Methods In Chemical Engineering (Written by P. Ahuja)
Introductory Methods Of Numerical Analysis (Written by S. S. Sastry)
About the Book
About the Contributor
Author:
S. C. Chapra And R. P. Canale
Title of the Book:
Numerical Methods For Engineers
Publisher:
McGraw Hill, New York
Year:
2006
Edition:
5
ISBN:
0071244298
Contributor Name:
Meghana Sundaresan, Numerical Methods, Chemical Engineering, VNIT
College Teacher:
Kailas L. Wasewar
Reviewer:
Scilab TBC Team
No part of any book is reproduced through these links. These links only contain the Scilab code for the solved examples in the book.
Download
(Download the Scilab codes for all the solved examples)
Title of the chapter
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1. Mathematical Modelling and Engineering Problem Solving
2. Programming and Software
3. Approximations and Round off Errors
4. Truncation Errors and the Taylor Series
5. Bracketing Methods
6. Open Methods
7. Roots of Polynomials
9. Gauss Elimination
10. LU Decomposition and matrix inverse
11. Special Matrices and gauss seidel
13. One dimensional unconstrained optimization
14. Multidimensional Unconstrainted Optimization
15. Constrained Optimization
17. Least squares regression
18. Interpolation
19. Fourier Approximation
21. Newton Cotes Integration Formulas
22. Integration of equations
23. Numerical differentiation
25. Runga Kutta methods
26. Stiffness and multistep methods
27. Boundary Value and Eigen Value problems
29. Finite Difference Elliptic Equations
30. Finite Difference Parabolic Equations
31. Finite Element Method
Example No. (Caption):
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