Structural Dynamics Concepts and Applications
Auteurs : Busby Henry R., Staab George H.
Structural Dynamics: Concepts and Applications focuses on dynamic problems in mechanical, civil and aerospace engineering through the equations of motion. The text explains structural response from dynamic loads and the modeling and calculation of dynamic responses in structural systems. A range of applications is included, from various engineering disciplines. Coverage progresses consistently from basic to advanced, with emphasis placed on analytical methods and numerical solution techniques. Stress analysis is discussed, and MATLAB applications are integrated throughout. A solutions manual and figure slides for classroom projection are available for instructors.
Preface
Authors
1. Single-Degree-of-Freedom Systems
2. Random Vibrations
3. Dynamic Response of SDOF Systems Using Numerical Methods
4. Systems with Several Degrees of Freedom
5. Equations of Motion of Continuous Systems
6. Vibration of Strings and Bars
7. Beam Vibrations
8. Continuous Beams and Frames
9. Vibrations of Plates
10. Vibration of Shells
11. Finite Elements and Time Integration Numerical Techniques
12. Shock Spectra
Appendix A: Introduction to Composite Materials
Appendix B: Additional References
Index
Date de parution : 08-2017
17.8x25.4 cm
Thèmes de Structural Dynamics :
Mots-clés :
Shock Response Spectrum; Ordinary Differential Equation; Stress analysis; Finite Difference Method; Beams; plates; and shells; Representative Volume Element; SDOF; MDOF; SDOF System; Component mode synthesis; Undamped SDOF System; Finite element analysis; Modified Euler Method; Vibration; earthquake engineering; Free Vibrations; George H; Staab; Frequency Response Function; Excitation Function; Slope Deflection Method; Linear Acceleration Method; Newmark Beta Method; Stationary Ergodic Process; Average Acceleration Method; Runge Kutta Method; Finite Length Strings; Shock Spectrum; Shallow Spherical Shells; Cylindrical Shell; Timoshenko Beam Theory; Runge Kutta Fourth Order Method; Euler Bernoulli Theory; Rotary Inertia; Timoshenko Beam