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Numerical Methods for Engineers Book

Numerical Methods for Engineers
Numerical Methods for Engineers, , Numerical Methods for Engineers has a rating of 3 stars
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Numerical Methods for Engineers, , Numerical Methods for Engineers
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  • Numerical Methods for Engineers
  • Written by author Steven C. Chapra
  • Published by McGraw-Hill Companies, The, June 2005
  • Instructors love Numerical Methods for Engineers because it makes teaching easy! Students love it because it is written for them—with clear explanations and examples throughout. The text features a broad array of applications that span all eng
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Authors

Ch. 1Mathematical modeling and engineering problem solving11
Ch. 2Programming and software25
Ch. 3Approximations and round-off errors50
Ch. 4Truncation errors and the Taylor series73
Ch. 5Bracketing methods112
Ch. 6Open methods133
Ch. 7Roots of polynomials160
Ch. 8Case studies : roots of equations187
Ch. 9Gauss elimination231
Ch. 10LU decomposition and matrix inversion264
Ch. 11Special matrices and Gauss-Seidel285
Ch. 12Case studies : linear algebraic equations305
Ch. 13One-dimensional unconstrained optimization341
Ch. 14Multidimensional unconstrained optimization355
Ch. 15Constrained optimization375
Ch. 16Case studies : optimization400
Ch. 17Least-squares regression440
Ch. 18Interpolation474
Ch. 19Fourier approximation507
Ch. 20Case studies : curve fitting544
Ch. 21Newton-Cotes integration formulas584
Ch. 22Integration of equations613
Ch. 23Numerical differentiation632
Ch. 24Case studies : numerical integration and differentiation646
Ch. 25Runge-Kutta methods681
Ch. 26Stiffness and multistep methods726
Ch. 27Boundary-value and eigenvalue problems752
Ch. 28Case studies : ordinary differential equations781
Ch. 29Finite difference : elliptic equations820
Ch. 30Finite difference : parabolic equations840
Ch. 31Finite-element method857
Ch. 32Case studies : partial differential equations884


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