Solving Problems in Scientific Computing Using Maple and MATLAB
Résumé
".. The presentation is unique, and extremely interesting. I was thrilled to read this text, and to learn the powerful problem-solving skills presented by these authors. I recommend the text highly, as a learning experience, not only to engineering students, but also to anyone interested in computation." (Mathematics of Computation)
Contents
- 1. The Tractrix and Similar Curves.
- 2. Trajectory of a Spinning Tennis Ball.
- 3. The Illumination Problem.
- 4. Orbits in the Planar Three-Body Problem.
- 5. The Internal Field in Semiconductors.
- 6. Some Least Squares Problems.
- 7. The Generalized Billiard Problem.
- 8. Mirror Curves.
- 9. Smoothing Filters.
- 10. The Radar Problem.
- 11. Conformal Mapping of a Circle.
- 12. The Spinning Top.
- 13. The Calibration Problem.
- 14. Heat Flow Problems.
- 15. Modeling Penetration Phenomena.
- 16. Heat Capacity of System of Bose Particles.
- 17. Free Metal Compression.
- 18. Gauss Quadrature.
- 19. Symbolic Computation of Explicit Runge-Kutta
Formulas.
- 20. Transient Response of a Two-Phase Half-Wave
Rectifier.
- 21. Circuits in Power Electronics.
- 22. Newton's and Kepler's Laws.
- 23. Least Squares Fit of Point Clouds.
- 24. Modeling Social Processes.
- 25. Contour Plots of Analytic Functions.
- 26. Non-Linear Least Squares: Finding the Most Accurate
Location of an Aircraft.
- 27. Computing Plane Sundials.
Caractéristiques techniques
PAPIER | |
Éditeur(s) | Springer |
Auteur(s) | Gander |
Parution | 01/01/1997 |
Édition | 3eme édition |
Nb. de pages | 408 |
Format | 15,5 x 23,5 |
Couverture | Broché |
Poids | 643g |
Intérieur | Noir et Blanc |
EAN13 | 9783540617938 |
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