Research on 1:2 subharmonic resonance and bifurcation of nonlinear rotor-seal system |
| |
Authors: | Zhong-gang Li Yu-shu Chen |
| |
Institution: | (School of Astronautics, Harbin Institute of Technology, P. O. Box 137, Harbin 150001, P. R. China) |
| |
Abstract: | The 1:2 subharmonic resonance of the labyrinth seals-rotor system is investigated, where the low-frequency vibration of steam
turbines can be caused by the gas exciting force. The empirical parameters of gas exciting force of the Muszynska model are
obtained by using the results of computational fluid dynamics (CFD). Based on the multiple scale method, the 1:2 subharmonic
resonance response of the dynamic system is gained by truncating the system with three orders. The transition sets and the
local bifurcations diagrams of the dynamics system are presented by employing the singular theory analysis. Meanwhile, the
existence conditions of subharmonic resonance non-zero solutions of the dynamic system are obtained, which provides a new
theoretical basis in recognizing and protecting the rotor from the subharmonic resonant failure in the turbine machinery. |
| |
Keywords: | rotor-seal 1 subharmonic resonance flow field computation gas flow exciting force singularity |
本文献已被 CNKI 维普 SpringerLink 等数据库收录! |