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Dynamic Stability Study of Static Gas Bearing for Small Cryogenic Turbo-Expander
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作者 王学敏 庄明 +2 位作者 张启勇 李姗姗 付豹 《Plasma Science and Technology》 SCIE EI CAS CSCD 2011年第4期506-512,共7页
An experimental method is presented to analyze the dynamic stability of the gas bearing for small cryogenic turbo-expanders. The rotation imbalance response and the shape of the rotor orbit were obtained for different... An experimental method is presented to analyze the dynamic stability of the gas bearing for small cryogenic turbo-expanders. The rotation imbalance response and the shape of the rotor orbit were obtained for different speeds up to 110,000 rpm, and the critical speed of the rotor-bearing system was determined by a Bode diagram. An FFT signal analytical method was applied to identify the resonance frequency, and the waterfall plot was presented. During the whole process of speeding up to the designed speed of 110,000 rpm, the rotor-bearing works stably with no whirl instability, which is validated in a waterfall plot. Also, the tested rotor-bearing model was analyzed theoretically. It was proved that the experimental results were highly consistent with those of theoretical calculations. Thus the experimental method proposed here to analyze the dynamic stability of the gas bearing is feasible. 展开更多
关键词 rotor-bearing stability imbalance whirl
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APPLICATION OF MECHANIZED MATHEMATICS TO ROTOR DYNAMICS
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作者 胡超 王岩 +1 位作者 王立国 黄文虎 《Applied Mathematics and Mechanics(English Edition)》 SCIE EI 2002年第9期1045-1053,共9页
Based on the mechanized mathematics and WU Wen-tsun elimination method, using oil film forces of short-bearing model and Muszynska's dynamic model, the dynamical behavior of rotor-beating system and its stability ... Based on the mechanized mathematics and WU Wen-tsun elimination method, using oil film forces of short-bearing model and Muszynska's dynamic model, the dynamical behavior of rotor-beating system and its stability of motion are investigated. As example, the concept of Wu characteristic set and Maple software, whirl parameters of short-bearing model, which is usually solved by the numerical method, are analyzed. At the same time, stability of zero solution of Jeftcott rotor whirl equation and stability of self-excited vibration are studied. The conditions of stable motion are obtained by using theory of nonlinear vibration. 展开更多
关键词 Wu-elimination method characteristic set stability of motion rotor-bearing system whirl
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