Vibration analysis of rotors
著者
書誌事項
Vibration analysis of rotors
(Solid mechanics and its applications, v. 21)
Kluwer Academic Publishers, c1993
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注記
Includes bibliographical references and index
内容説明・目次
内容説明
This text is intended for use as an advanced course in either rotordynamics or vibration at the graduate level. This text has mostly grown out of the research work in my laboratory and the lectures given to graduate students in the Mechanical Engineering Department, KAIST. The text contains a variety of topics not normally found in rotordynamics or vibration textbooks. The text emphasizes the analytical aspects and is thus quite different from conventional rotordynamics texts; potential readers are expected to have a firm background in elementary rotordynamics and vibration. In most previously published rotordynamics texts, the behavior of simple rotors has been of a primary concern, while more realistic, multi-degree-f-freedom or continuous systems are seldom treated in a rigorous way, mostly due to the difficulty of a mathematical treatment of such complicated systems. When one wanted to gain a deep insight into dynamic phenomena of complicated rotor systems, one has, in the past, either had to rely on computational techniques, such as the transfer matrix and finite element methods, or cautiously to extend ideas learned from simple rotors whose analytical solutions are readily available. The former methods are limited in the interpretation of results, since the calculations relate only to the simulated case, not to more general system behavior. Ideas learned from simple rotors can, fortunately, often be extended to many practical rotor systems, but there is of course no guarantee of their validity.
目次
Preface. 1. Whirl of Simple Rotors. 2. Gyroscopic Whirling of a Simple Rotor. 3. Fluid Film Bearings. 4. Lambda Matrices and General Eigenvalue Problems. 5. Multi-Degree-of-Freedom Rotor-Bearing Systems. 6. Harmonic Response of Rotor-Bearing Systems. 7. Distributed Parameter Rotor-Bearing Systems. 8. Vibrations of a Rotor under Combined Effects. Index.
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