RANDOM RESPONSES OF A TWO-DEGREE-OF-FREEDOM STRUCTURE WITH STRONGLY NONLINEAR COUPLING AND PARAMETRIC INTERACTION
This paper investigates the random responses of a TDOF structurewith strongly nonlinear coupling and parametric vibration. With the nonlinear cou-pling of inertia in the equations of motion of the system being removed by successiveelimination, the non-Gaussian moment equation method (NGM) is applied...
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Veröffentlicht in: | Acta mechanica Sinica 1993-08, Vol.9 (3), p.240-250 |
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description | This paper investigates the random responses of a TDOF structurewith strongly nonlinear coupling and parametric vibration. With the nonlinear cou-pling of inertia in the equations of motion of the system being removed by successiveelimination, the non-Gaussian moment equation method (NGM) is applied and 69moment equations are integrated with central cumulative truncation technique. Thestochastic central difference-cum-statistical linearization method(SCD-SL) and thedigital simulation method(DSM) are also used. A comparison of results by differentmethods are given and the SCD-SL method is the most efficient method. |
doi_str_mv | 10.1007/BF02486801 |
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With the nonlinear cou-pling of inertia in the equations of motion of the system being removed by successiveelimination, the non-Gaussian moment equation method (NGM) is applied and 69moment equations are integrated with central cumulative truncation technique. Thestochastic central difference-cum-statistical linearization method(SCD-SL) and thedigital simulation method(DSM) are also used. A comparison of results by differentmethods are given and the SCD-SL method is the most efficient method.</abstract><doi>10.1007/BF02486801</doi><tpages>11</tpages></addata></record> |
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subjects | central cummulative difference-cum-statistical digital DSM eli equation linearization method moment NGM non-Gaussian nonlinear random response SCD-SL simulation stochastic successive system technique truncation |
title | RANDOM RESPONSES OF A TWO-DEGREE-OF-FREEDOM STRUCTURE WITH STRONGLY NONLINEAR COUPLING AND PARAMETRIC INTERACTION |
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