Hello again,
I am trying to assess the rate of degradation of a RC building subjected to earthquakes and I'd like to do it in terms of fundamental period of vibration (the larger it gets, the lower the stiffness of the structure).
I read in the Help that one can run modal analysis after time history, provided that the time history analysis case is a non-linear case and it uses direct integration.
So I ran a modal analysis case before subjecting my structure to the earthquakes and then I ran two non-linear time history cases (the 2nd starting from the results at the end of the 1st time history case). At the end, I ran a modal analysis case using the stiffness of the structure at the end of the 2nd time-history case.
It seems as though the fundamental period of vibration stays the same, no matter how large the scale factor is for the time history-cases. In my opinion, the period of vibration should change (namely, get higher).
Any ideas how could I solve this problem?
Best wishes,
iotoma
I am trying to assess the rate of degradation of a RC building subjected to earthquakes and I'd like to do it in terms of fundamental period of vibration (the larger it gets, the lower the stiffness of the structure).
I read in the Help that one can run modal analysis after time history, provided that the time history analysis case is a non-linear case and it uses direct integration.
So I ran a modal analysis case before subjecting my structure to the earthquakes and then I ran two non-linear time history cases (the 2nd starting from the results at the end of the 1st time history case). At the end, I ran a modal analysis case using the stiffness of the structure at the end of the 2nd time-history case.
It seems as though the fundamental period of vibration stays the same, no matter how large the scale factor is for the time history-cases. In my opinion, the period of vibration should change (namely, get higher).
Any ideas how could I solve this problem?
Best wishes,
iotoma