SupacatJim
Automotive
- Oct 16, 2007
- 2
Hi,
I am running a rainflow analysis on some data sampled on a suspension component to help predict the life of the structure. The results from the rainflow analysis is scaled to give component stress (linear relationship assumed) and then using Miner's rule the life of the component is determined. I am however getting some strange results.
The data recorded was sampled along with other channels at a frequency of 5kHz. As this is a much higher frequency than required, I sub-sampled the data to 500Hz (taking every 10th point). I have run both these data through the rainflow analysis and Miner's rule, and get results showing that the sub-sampled data gives a component life ten times worse than the full data set.
Has anyone any possible explainations for this? I could understand the other way as the high frequency noise could have a large effect, but this has got me baffled. Obviously it has large implications for the structure!
Many Thanks
Jim
I am running a rainflow analysis on some data sampled on a suspension component to help predict the life of the structure. The results from the rainflow analysis is scaled to give component stress (linear relationship assumed) and then using Miner's rule the life of the component is determined. I am however getting some strange results.
The data recorded was sampled along with other channels at a frequency of 5kHz. As this is a much higher frequency than required, I sub-sampled the data to 500Hz (taking every 10th point). I have run both these data through the rainflow analysis and Miner's rule, and get results showing that the sub-sampled data gives a component life ten times worse than the full data set.
Has anyone any possible explainations for this? I could understand the other way as the high frequency noise could have a large effect, but this has got me baffled. Obviously it has large implications for the structure!
Many Thanks
Jim