NS4U
Structural
- Apr 2, 2007
- 320
let me preface this post with saying, I am speaking VERY generally, so please do not harp on minor nuances. Assume two building weigh EXACTLY the same, but one is tall and one is short.
My question pertains to the calculation of base shear for seismic purposes.
the short building is the stiffer structure, it has a low period (high natural freq.)... this will mean that I need to design for a higher base shear, per the code.
The tall bldg, has a higher period (lower natural frequency) and the codes say this building would be designed for a smaller base shear.
Now looking at this from a dynamics point of view, isn't EQ excitation primarily low frequency? meaning, for the tall bldg, the EQ will excite more modes and put more energy into the tall building because the tall bldg has a low natural freq. If so, why is the taller bldg designed for the smaller base shear.
For the short, stiff building, with a very high frequency I envision it just rigidly going back and forth with the ground with very little displacement because it has such a high natural frequency.
I'm sure I'm missing something here, could someone please explain?
Thanks
My question pertains to the calculation of base shear for seismic purposes.
the short building is the stiffer structure, it has a low period (high natural freq.)... this will mean that I need to design for a higher base shear, per the code.
The tall bldg, has a higher period (lower natural frequency) and the codes say this building would be designed for a smaller base shear.
Now looking at this from a dynamics point of view, isn't EQ excitation primarily low frequency? meaning, for the tall bldg, the EQ will excite more modes and put more energy into the tall building because the tall bldg has a low natural freq. If so, why is the taller bldg designed for the smaller base shear.
For the short, stiff building, with a very high frequency I envision it just rigidly going back and forth with the ground with very little displacement because it has such a high natural frequency.
I'm sure I'm missing something here, could someone please explain?
Thanks