[1] W. Q. Zhu, Random Vibrations, Science Press, Beijing (1992). (in Chinese)
[2] Y. K. Lin, Probabilistic Theory of Structural Dynamics, McGraw-Hill, New York (1967).
[3] P. D. Spanos, Stochastic linearization in structural dynamics Applied Mechanics Reviews,34, 1 (1981).
[4] W. Q. Zhu, Recent developments in theory of nonlinear random vibration, Advances inMechanics, 24, 2(1994). (in Chinese)
[5] T. K. Caughey, On the response of nonlinear oscillators to stochastic excitation, Prob.Eng. Mech., 1, 1 (1986).
[6] W. Q. Zhu and J. S. Yu, Equivalent nonlinear system method for predicting response of nonlinear systems to random excitations, Acta Mechanica Sohda Sinica, 10, 1 (1989). (inChinese)
[7] M. G. Donley and P. D. Spanos, Dynamic analysis of non-linear structures by the method of statistical quadratization, Lecture Notes in Engineering, 57, Springer-Verlag,Berlin (1990).
[8] Z. C. Zheng, Mechanical Vibrations (2), Mechanical Industry Press, Beijing (1986). (inChinese)
[9] K. Piszczek and J. Niziol, Random Vibration of Mechanical Systems, John Wiley & Sons,New York (1986). |