GAO Shi-qiao, JIN Lei, Niemann H J, LIU Hai-peng. Investigation of Random Response of Rotational Shell When Considering Geometric Nonlinear Behaviour[J]. Applied Mathematics and Mechanics, 2001, 22(11): 1142-1146.
Citation:
GAO Shi-qiao, JIN Lei, Niemann H J, LIU Hai-peng. Investigation of Random Response of Rotational Shell When Considering Geometric Nonlinear Behaviour[J]. Applied Mathematics and Mechanics, 2001, 22(11): 1142-1146.
GAO Shi-qiao, JIN Lei, Niemann H J, LIU Hai-peng. Investigation of Random Response of Rotational Shell When Considering Geometric Nonlinear Behaviour[J]. Applied Mathematics and Mechanics, 2001, 22(11): 1142-1146.
Citation:
GAO Shi-qiao, JIN Lei, Niemann H J, LIU Hai-peng. Investigation of Random Response of Rotational Shell When Considering Geometric Nonlinear Behaviour[J]. Applied Mathematics and Mechanics, 2001, 22(11): 1142-1146.
An iteration method of statistic linearization(IMSL)is presented.By this method,an equivalent linear term was formed in geometric relation and then an equivalent stiffness matrix for non-linear term in vibration equation was established.Using the method to solve the statistic linear vibration equations,the effect of geometric nonlinearity on the random response of rotational shell is obtained.
GAO Shi-qiao, Niemann H J. A method of iteration linearization to solve the nenlinear statistic vibration problems[J]. Comm in Numerical Methods in Engineering,1994,10(1):67-72.
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GAO Shi-qiao, Niemann H J. Effect of nonlinear geometric behaviour on random response of rotational shell[J]. Journal of Beijing Institute of Technology(English Edition),2001,10(1):21-28.
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