How to measure signal to noise (S/N) of a set of data in Excel?
Hi,
I am dealing with sets of real data and as would be expected there are lots of 'noise'. I would like to set a baseline so that calculations are performed only on the data above the baseline. I know that the kurtosis function shows how "peaked" the data is but I am looking for a data sieve that ignores the random noise and accepts the real data (say anything five times higher than random noise). Thanks |
Answer: How to measure signal to noise (S/N) of a set of data in Excel?
Hi there!
To measure the signal to noise (S/N) of a set of data in Excel, you can follow these steps:
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How to measure signal to noise (S/N) of a set of data in Excel?
My preference for this is to use Standard Deviation. At +/- 2 standard
deviations you will be excluding the 5% of the data that most significantly varies from the mean. That removes the big anomolies but leaves the majority of the data in pool. -- HTH... Jim Thomlinson "Muk" wrote: Hi, I am dealing with sets of real data and as would be expected there are lots of 'noise'. I would like to set a baseline so that calculations are performed only on the data above the baseline. I know that the kurtosis function shows how "peaked" the data is but I am looking for a data sieve that ignores the random noise and accepts the real data (say anything five times higher than random noise). Thanks |
How to measure signal to noise (S/N) of a set of data in Excel?
A common way is to use an array* function with an IF statement, such as:
=SUM(IF(A2:A1005,A2:A100)) This would then only SUM the numbers in A2:A100 that are 5. *Array functions are confirmed using Ctrl+Shift+Enter, not just Enter. -- Best Regards, Luke M *Remember to click "yes" if this post helped you!* "Muk" wrote: Hi, I am dealing with sets of real data and as would be expected there are lots of 'noise'. I would like to set a baseline so that calculations are performed only on the data above the baseline. I know that the kurtosis function shows how "peaked" the data is but I am looking for a data sieve that ignores the random noise and accepts the real data (say anything five times higher than random noise). Thanks |
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