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Various static and dynamic aspects of post-buckled thin plates, including the transition of buckled patterns, post-buckling dynamics, secondary bifurcation, and dynamic snapping (mode jumping phenomenon), are investigated systematically using asymptotical and non-stationary finite element methods.
Both analytical and finite element investigations are performed for the various static and dynamic aspects of the mode jumping phenomenon of a simply-supported rectangular plate heated deeply into the post-buckling regime.
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With the secondary bifurcation and the local post-secondary buckling behavior being analyzed in Part I, Part II of this study consists of developing an adaptive non-stationary load sweeping algorithm to investigate post-buckling dynamics and mode jumping phenomena of generally (mechanically and thermally) loaded thin plates in a global context.
There is a vibration mode jump phenomenon while the parametric instability occurs.
Possible minus points for starting the very un-cool, but very funny Bed Jumping phenomenon.
The jumping phenomenon clearly occurs under certain condition.
Moreover, the jumping phenomenon was observed for droplets with initial radius of up to 500 μm.
The amplitude jumping phenomenon is observed in a synchronous generator for different pole-pair numbers.
Several new phenomena such as amplitude modulation, time-lag, frequency transition, mode jump and multi-frequencies response superposition are captured in the response comparison with the constant tension case.
But before there's an exchange between buyer and seller, Hello La Mode jumps in.
The considered transition probabilities of the mode jumps are assumed to be partially unknown.
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