论文信息 - Random vibration of a beam impacting stops

Random vibration of a beam impacting stops

Abstract The random vibration of a beam impacting a spring-like stop is discussed. The mean square response and the frequency of impacts are obtained by an equivalent linearization. Reasonable agreement is obtained between these results and the results for an equivalent non-linear single-degree-of-freedom system.

H. G. Davies

[1] T. Watanabe,et al. Forced Vibration of Continuous System With Nonlinear Boundary Conditions , 1978 .

[2] P. Spanos,et al. Hysteretic structural vibrations under random load , 1979 .

[3] Robert J. Rogers,et al. Factors associated with support plate forces due to heat-exchanger tube vibratory contact , 1977 .

[4] J. Roberts,et al. Stationary response of oscillators with non-linear damping to random excitation , 1977 .

[5] Thomas K. Caughey,et al. Derivation and Application of the Fokker-Planck Equation to Discrete Nonlinear Dynamic Systems Subjected to White Random Excitation , 1963 .

[6] R. J. Rogers,et al. The vibration of structures elastically constrained at discrete points , 1979 .

[7] W. Iwan,et al. Application of Statistical Linearization Techniques to Nonlinear Multidegree-of-Freedom Systems , 1972 .

[8] I. S. Gradshteyn,et al. Table of Integrals, Series, and Products , 1976 .

[9] Wilfred D. Iwan,et al. On the existence and uniqueness of solutions generated by equivalent linearization , 1978 .

[10] R. J. Pick,et al. On the dynamic spatial response of a heat exchanger tube with intermittent baffle contacts , 1976 .