Abstract
Floor vibration of a reactor building subjected to
seismic loads was investigated, with the aim of
quantifying the variability of vibrations on each floor.
A detailed 3D building model founded on the bedrock was
excited simultaneously in three directions by artificial
accelerograms compatible with Finnish ground response
spectra. Dynamic simulation for 21 s was carried out
using explicit time integration. The extracted results of
the simulation were acceleration in several floor
locations, transformed to pseudoacceleration (PSA)
spectra in the next stage. At first, the monitored
locations on the floors were estimated by engineering
judgement in order to arrive at a feasible number of
floor nodes for post processing of the data. It became
apparent that engineering judgment was insufficient to
depict the key locations with high floor vibrations,
which resulted in un-conservative vibration estimates.
For this reason, a more systematic approach was later
considered, in which nodes of the floors were selected
with a more refined grid of 2 m. With this method, in
addition to the highest PSA peaks in all directions, the
full vibration distribution in each floor can be
determined. A statistical evaluation of the floor
responses was also carried out in order to define floor
accelerations and PSAs with high confidence of
non-exceedance. The conclusion was that in-floor
variability can be as high as 50-60% and models with
sufficiently dense node grids should be used in order to
achieve a realistic estimate of floor vibration under
seismic action. The effects of the shape of the input
spectra, damping, and flexibility of the floors on floor
vibration of nuclear power plant buildings were also
investigated.
Original language | English |
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Pages (from-to) | 84-96 |
Journal | Nuclear Engineering and Design |
Volume | 309 |
DOIs | |
Publication status | Published - 2016 |
MoE publication type | A1 Journal article-refereed |
Keywords
- data handling
- floors
- location
- nuclear energy
- nuclear power plants
- seismology
- vibrations (mechanical)
- 3D building models
- engineering judgement
- engineering judgments
- explicit time integration
- floor accelerations
- power plant buildings
- statistical evaluation
- vibration distributions