Open kouzibenkou opened 5 months ago
This is a situation where the displacement loading function is known. If the displacement loading function cannot be expressed in specific functions, how should we solve it
Sorry @kouzibenkou, I do not understand what are you asking. Could you please post a complete question?
It's about solving the parts I circled in red on Wikipedia
If I understand you well, you need as input the displacement time series instead of the one of acceleration. In that case, you will have to integrate the acceleration twice in order to obtain the displacement. However, in practice, one should not do this, in asmuch as acceleration data contains noise, and repeated integration amplifies this noise, leading to inaccurate displacement estimates.
In that case, one should use a Kalman filter in order to eliminate that noise and perform the integration.
See https://doi.org/10.1016/j.ymssp.2006.03.005 that paper, if I well recall, could give you some hints on how to perform this procedure.
Can this input be solved if it is displacement rather than force