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- W2392321214 abstract "Based on Muszynska model,derived and established was a non-linear dynamic equation for a rotor-gland seal system under the action of a seal fluid excitation force.A numerical analysis was performed of the movement differential equation and a law governing the influence of the bifurcation characteristics of the system under discussion and the empirical coefficient in Muszynska model on the system stability was studied.The analytic results show that the nonlinear kinetic behavior of the rotor caused by the seal fluid excitation force features a very complicated evolution process.During this process,the average circumferential speed ratio constant and the empirical coefficient depicting the relationship between the average circumferential speed ratio and the rotor swirling constitute the key factors influencing the stability of the rotor system.The influence of other empirical coefficients,however,is invariably within 5%.This result can provide a theoretical basis for lowering relevant experiment costs." @default.
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- W2392321214 date "2011-01-01" @default.
- W2392321214 modified "2023-09-27" @default.
- W2392321214 title "Influence of Muszynska Model Empirical Coefficient on the Stability of a Rotor System" @default.
- W2392321214 hasPublicationYear "2011" @default.
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