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Numerical methods for engineers : with programming and software applications / Steven C. Chapra, Raymond P. Canale.

By: Chapra, Steven CContributor(s): Canale, Raymond PMaterial type: TextTextPublication details: Boston, Mass. : WCB McGraw-Hill, 1998. Edition: 3rd edISBN: 0075612542Subject(s): Numerical analysis | Engineering mathematicsDDC classification: 620.001515
Contents:
Pt. 1. Modeling, Computers, and Error Analysis. Ch. 1. Mathematical Modeling and Engineering Problem-Solving. Ch. 2. Computers and Software. Ch. 3. Approximations and Round-Off Errors. Ch. 4. Truncation Errors and the Taylor Series -- Pt. 2. Roots of Equations. Ch. 5. Bracketing Methods. Ch. 6. Open Methods. Ch. 7. Roots of Polynomials. Ch. 8. Engineering Applications: Roots of Equations -- Pt. 3. Linear Algebraic Equations. Ch. 9. Gauss Elimination. Ch. 10. LU Decomposition and Matrix Inversion. Ch. 11. Special Matrices and Gauss-Seidel. Ch. 12. Engineering Applications: Linear Algebraic Equations -- Pt. 4. Optimization. Ch. 13. One-dimensional Unconstrained Optimization. Ch. 14. Multidimenslonal Unconstrained Optimization. Ch. 15. Constrained Optimization. Ch. 16. Engineering Applications: Optimization -- Pt. 5. Curve Fitting. Ch. 17. Least-Squares Regression. Ch. 18. Interpolation. Ch. 19. Fourier Approximation. Ch. 20. Engineering Applications: Curve Fitting -- Pt. 6. Numerical Differentiation and Integration. Ch. 21. Newton-Cotes Integration of Equations. Ch. 22. Integration of Equations. Ch. 23. Numerical Differentiation. Ch. 24. Engineering Applications: Numerical Integration and Differentiation -- Pt. 7. Ordinary Differential Equations. Ch. 25. Runge-Kutta Methods. Ch. 26. Stiffness and Multistep Methods. Ch. 27. Boundary-Value and Eigenvalue Problems. Ch. 28. Engineering Applications: Ordinary Differential Equations -- Pt. 8. Partial Differential Equations. Ch. 29. Finite Difference: Elliptic Equations. Ch. 30. Finite Difference: Parabolic Equations. Ch. 31. Finite Element Method. Ch. 32. Engineering Applications: Partial Differential Iquations. App. A. The Fourier Series -- App. B. Getting Started with Mathcad -- App. C. Getting Started With Matlab.
Holdings
Item type Home library Call number Status Date due Barcode Item holds
Two Week Loan Two Week Loan College Lane Learning Resources Centre
Main Shelves 		519.402462 CHA (Browse shelf(Opens below)) Available 4404388383
Total holds: 0

Enhanced descriptions from Syndetics:

Previous ed.: 1998.

Pt. 1. Modeling, Computers, and Error Analysis. Ch. 1. Mathematical Modeling and Engineering Problem-Solving. Ch. 2. Computers and Software. Ch. 3. Approximations and Round-Off Errors. Ch. 4. Truncation Errors and the Taylor Series -- Pt. 2. Roots of Equations. Ch. 5. Bracketing Methods. Ch. 6. Open Methods. Ch. 7. Roots of Polynomials. Ch. 8. Engineering Applications: Roots of Equations -- Pt. 3. Linear Algebraic Equations. Ch. 9. Gauss Elimination. Ch. 10. LU Decomposition and Matrix Inversion. Ch. 11. Special Matrices and Gauss-Seidel. Ch. 12. Engineering Applications: Linear Algebraic Equations -- Pt. 4. Optimization. Ch. 13. One-dimensional Unconstrained Optimization. Ch. 14. Multidimenslonal Unconstrained Optimization. Ch. 15. Constrained Optimization. Ch. 16. Engineering Applications: Optimization -- Pt. 5. Curve Fitting. Ch. 17. Least-Squares Regression. Ch. 18. Interpolation. Ch. 19. Fourier Approximation. Ch. 20. Engineering Applications: Curve Fitting -- Pt. 6. Numerical Differentiation and Integration. Ch. 21. Newton-Cotes Integration of Equations. Ch. 22. Integration of Equations. Ch. 23. Numerical Differentiation. Ch. 24. Engineering Applications: Numerical Integration and Differentiation -- Pt. 7. Ordinary Differential Equations. Ch. 25. Runge-Kutta Methods. Ch. 26. Stiffness and Multistep Methods. Ch. 27. Boundary-Value and Eigenvalue Problems. Ch. 28. Engineering Applications: Ordinary Differential Equations -- Pt. 8. Partial Differential Equations. Ch. 29. Finite Difference: Elliptic Equations. Ch. 30. Finite Difference: Parabolic Equations. Ch. 31. Finite Element Method. Ch. 32. Engineering Applications: Partial Differential Iquations. App. A. The Fourier Series -- App. B. Getting Started with Mathcad -- App. C. Getting Started With Matlab.

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