| Contents: |
| Preface to the Dover Edition. |
| 1. Dynamic Investigation. |
| 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. |
| B. Dynamic Responses of Elementary Systems. |
| 6. First-Order Systems. |
| 7 Undampened 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. |
| 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. |
| D. Total Response of Compound Systems. |
| 14. est and Transfer Functions. |
| 15. Forced Oscillations of Compound Systems. |
| 16. Response to Periodic Functions: Fourier Analysis. |
| 17. The Laplace Transform Method. |
| 18. From LaPlace Transform to Time Response by Partial Fraction Expansion. |
| 19. Complete System Analysis: Some Case Studies. |
| E. Fundamentals of Control-System Analysis. |
| 20. Feedback Control. |
| 21 Evans' Root-Locus Method. |
| 22. Some Case Studies in Automatic Control. |
| Appendixes. Problems. |
| Answers to Odd-Numbered Problems. |
| Selected References. |
| Index. |