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Calculate uncertainty
Hello Experts:
I need some assistance with applying a formula/equation (based on calculating "uncertainty".
As the saying goes "A picture is worth a thousand words", I've attached a spreadsheet that contains the following:
1. Calculation of sound in sea water (this is complete)
2. Reference to website that includes equations for "uncertainty"
Based on step #2, I need to calculate the value for uncertainty based on a) multiple inputs and b) single input.
Given the listed equations (on NIST's website), how to I calculate a) and b) in MS-Excel?
Thank you in advance,
EEH
Calculate-uncertainty.xlsx
I need some assistance with applying a formula/equation (based on calculating "uncertainty".
As the saying goes "A picture is worth a thousand words", I've attached a spreadsheet that contains the following:
1. Calculation of sound in sea water (this is complete)
2. Reference to website that includes equations for "uncertainty"
Based on step #2, I need to calculate the value for uncertainty based on a) multiple inputs and b) single input.
Given the listed equations (on NIST's website), how to I calculate a) and b) in MS-Excel?
Thank you in advance,
EEH
Calculate-uncertainty.xlsx
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Hi EEH (what's your real name, by the way? :)
Thanks for awarding the points. I'm puzzled because I posted a followup answer to your question 24 hours ago and it seems to have disappeared.
The 4.591 is the coefficient of the first non-constant term in the Mackenzie formula:
1448.96 + 4.591T - ...
As I understand the article on combined uncertainty, it is therefore the a1 in the term:
a1^2*u(x1)^2
and u(x1) is the uncertainty of T.
I don't have my own version of the spreadsheet, sorry. I just took a peek at your copy.
All the best,
Graham
Thanks for awarding the points. I'm puzzled because I posted a followup answer to your question 24 hours ago and it seems to have disappeared.
The 4.591 is the coefficient of the first non-constant term in the Mackenzie formula:
1448.96 + 4.591T - ...
As I understand the article on combined uncertainty, it is therefore the a1 in the term:
a1^2*u(x1)^2
and u(x1) is the uncertainty of T.
I don't have my own version of the spreadsheet, sorry. I just took a peek at your copy.
All the best,
Graham
ASKER
Graham:
Thanks... appreciate the additional feedback. ;)
Cheers,
Tom
Thanks... appreciate the additional feedback. ;)
Cheers,
Tom
ASKER
How did you arrive at 4.591?
=2.05^2 = 4.2025... multiplying it by 0.5^2 doesn't give me the value either.
Would you be ok to send me your version of the spreadsheet w/ these calculations?
Thanks,
EEH