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- W2385321451 abstract "This paper mainly deals with the failure analysis and calculation of a non-linear packaging cushioning system subject to random vibrations.A non-linear packaging cushioning system will give out random vibration responses when the system is excited randomly,and cause some alternative changing stress inside the non-linear packaging cushionig system.There are two causes that make non-linear packaging cushioning system fail.One is the amplitude of the stress exceeding the permission value of the non-linear packaging cushioning system,the other is the fatigue failure caussed by the accumulative effects of the random alternative stress.The emphases of the research are put on the failure analysis and calculation of the nonlinear system under the second condition.For a non-linear packaging cushioning system subject to random excitations,after the Van der Pol transformation is adopted and the average power calculation method is used,it is found that the new variables of the system will trend to a Markov Process under certain conditions.The corresponding FPK equations can be set up.Through the resolution of these FPK equations,the application of the Crossing Analysis Technique and the Miner Criteria,either the fatigue failure probability of the packaging system or its average failure time caused by random vibrations can be calculated." @default.
- W2385321451 created "2016-06-24" @default.
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- W2385321451 date "2001-01-01" @default.
- W2385321451 modified "2023-09-25" @default.
- W2385321451 title "The Reliability of a Nonlinear System under Random Vibration" @default.
- W2385321451 hasPublicationYear "2001" @default.
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