The relationship between dynamic stiffness and vibratin amplitude

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Dynamic stiffness decreases with increasing vibration amplitude, as supported by experimental results. This relationship can be explained by considering the equation F=kX, where k represents dynamic stiffness. As displacement (X) increases under a constant force (F), the dynamic stiffness (k) must decrease. The discussion highlights the complexity of this phenomenon, noting that while force increases with displacement, their rates of change differ, affecting the measured stiffness. Theoretical explanations for why dynamic stiffness diminishes at higher amplitudes remain sought after in the field.
joannall
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many references tell that the dynamic stiffness will reduce when vibration amplitude increases. And the experimental result is just so. But why there is such rule?who can explain it theoretically?
 
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Are you assuming a constant force input? Think of F=kX over a broad range of frequencies, with k being your dynamic stiffness. if X increases with a constant F, the k has to decrease. Or maybe you are thinking of something different?
 
i think we should know which is the reason and which is the result. K is the property of materials or components, we can get it by testing force and displacement. of course, the force can't be constant in the experiment. that's to say, the force will increase with the increase of displacement, but their increasing rate are different. so K is different.but i can't explain why K get smaller at higher amplitude in dynamic test.

who can explain such phenomenon theoretically?
 
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