Numerical Methods for EngineersMcGraw-Hill, 1988 - 812 pages This edition is founded on the basic premise that student engineers should be provided with a strong and early introduction to numeerical methods. |
Table des matières
MODELING COMPUTERS AND ERROR ANALYSIS | 7 |
Computers and Software | 22 |
Approximations and Errors | 58 |
Droits d'auteur | |
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Expressions et termes fréquents
addition algorithm analytical applied approach approximation bisection method boundary conditions calculated Chap chapter coefficients computer program convergence corrector curve data points depicted in Fig determine differential equation DOFOR eigenvalues Electronic TOOLKIT element employed ENDDO Euler's method evaluate example f(xi falling parachutist formulas fourth-order function Gauss elimination Gauss-Seidel Gauss-Seidel method graphical implement independent variable initial guesses input integration interpolating polynomial interval iteration linear algebraic equations linear regression LU decomposition mathematical Newton-Raphson method nodes nonlinear numerical methods obtain parameters percent relative error pivoting plot predict Problem Statement Pseudocode reactor relative error Repeat Prob represents RK method Romberg integration root round-off error Screen secant method second-order segments Simpson's 1/3 rule Simpson's rules slope solution solve spline spreadsheet step Study SUBROUTINE substituted into Eq Table Taylor series techniques temperature trapezoidal rule truncation error vector velocity x₁ Xi+1 Yi+1 yield zero