摘要
Oil film forces are usually obtained for dynamic analysis of a journal bearing system by using the approximate analytical formula or solving the Reynolds equation. None of them is suitable for rotor system bifurcation analysis because they are either of poor accuracy or time consuming. Oil film forces database is proposed is to transform the journal speed variation range in radial and circumferential directions from (-∞,+∞) to (-1, +1). The numerical results show the suggested method is much more effective. And sub harmonic, quasi periodic and chaotic vibrations are predicted for a range of speed and unbalance parameters.
Oil film forces are usually obtained for dynamic analysis of a journal bearing system by using the approximate analytical formula or solving the Reynolds equation. None of them is suitable for rotor system bifurcation analysis because they are either of poor accuracy or time consuming. Oil film forces database is proposed is to transform the journal speed variation range in radial and circumferential directions from (-∞,+∞) to (-1, +1). The numerical results show the suggested method is much more effective. And sub harmonic, quasi periodic and chaotic vibrations are predicted for a range of speed and unbalance parameters.
基金
SponsoredbytheNationalNaturalScienceofFoundationofChina (No .19990 5 10 )andNaturalScienceFoundationofHeilongjiangprovince
