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Dynamics of physical systems /
| Clasificación: | Libro Electrónico |
|---|---|
| Autor principal: | |
| Formato: | Electrónico eBook |
| Idioma: | Inglés |
| Publicado: |
Mineola, New York :
Dover Publications, Inc.,
2003.
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| Edición: | Dover edition. |
| Temas: | |
| Acceso en línea: | Texto completo |
Tabla de Contenidos:
- 1. Dynamic investigation
- Part A. Equations of motion for physical systems. 2. Equations of motion for simple physical systems : mechanical, electrical, and electromechanical ; 3. Equations of motion for simple heat-conduction and fluid systems ; 4. Analogies ; 5. Equations of motion for mechanical systems in two and three dimensions
- Part B. Dynamic response of elementary systems. 6. First-order systems ; 7. Undamped second-order systems : free vibrations ; 8. Damped second-order systems ; 9. Forced oscillations of elementary systems ; 10. Natural motions of nonlinear systems and time-varying systems
- Part C. Natural behavior of compound systems. 11. Dynamic stability ; 12. Coupled modes of natural motion : two degrees of freedom ; 13. Coupled modes of natural motion : many degrees of freedom
- Part D. Total response of compound systems. 14. e[superscript s, superscript t] and transfer functions ; 15. Forced oscillations of compound systems ; 16. Response to periodic functions : Fourier analysis ; 17. Laplace transform method ; 18. From Laplace transform to time response by partial fraction expansion ; 19. Complete system analysis : some case studies
- Part E. Fundamentals of control-system analysis. 20. Feedback control ; 21. Evans' root-locus method ; 22. Some case studies in automatic control
- Appendices. A. Physical conversion factors to eight significant figures ; B. Vector dot product and cross product ; C. Vector differentiation in a rotating reference frame ; D. Newton's law of motion ; E. Angular momentum and its rate of change for a rigid body; moments of inertia ; F. Fluid friction for flow through long tubes and pipes ; G. Duals of electrical networks ; H. Determinants and Cramer's rule ; I. Computation with a spirule ; J. Table of Laplace transform pairs
- Problemls.