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Expansion of an infinite series
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It has been a long time since engineering school and I am not sure how to expand this series used to correct log space to arithmetic space. It is called a scale bias correction factor (SBCF). I need to expand it to 10 or 15 terms. Here it is: SBCF = (1+(((m-1)*T)/m)+(((m-1)^3*T^2)/(m^2*2!*(m+1)))+(((m-1)^5*T^3)/(m^3*3!*(m+1)*(m+3))))It is difficult to read here but I have attached a smath worksheet. Can anyone help please? Thanks Mike Edited by user 31 October 2014 13:24:44(UTC)
| Reason: Not specified File Attachment(s):  sbcf.sm (6kb) downloaded 18 time(s).
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Rank: Newbie
Groups: Registered
Joined: 01/12/2010(UTC)
Posts: 3
Location: Florida, USA
Was thanked: 1 time(s) in 1 post(s)
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In case anyone is working on this, I got an answer from another forum. It is Finneys function. The next term is:
+ (m-1)^7T^4/(4!m^4(n+1)(m+3)(m+5)) + ...
I see the pattern now.
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 1 user thanked mikew57 for this useful post.
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