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Offline Javier Ochoa  
#1 Posted : 18 May 2023 01:01:41(UTC)
Javier Ochoa


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Hi,
Reading the article I could be able to calculate the friction factor for the Colebrook Equation and Reynolds number greater than 2500 for any ratio between the roughness and the diameter, due to the SMath Studio solvers with a set of 70 points simultaneously.

Then, I compared to other solutions found in two different articles and a table of the maximum absolute deviation and average deviation are presented at the end of the worksheet.

Hope it help,

Kind regards

friction_factor_Colebrook.sm (83kb) downloaded 24 time(s).

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Offline Jean Giraud  
#2 Posted : 18 May 2023 02:54:32(UTC)
Jean Giraud

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Originally Posted by: Javier Ochoa Go to Quoted Post
Hope it help,

Sorry ... not a bit ! We are CAS age [Computer Algebra System]
... of which Smath ranks top for Engineering applications.

Inst_Colebrook MOODY.sm (17kb) downloaded 17 time(s).
Inst_Colebrook Pipe Data.sm (76kb) downloaded 19 time(s).

thanks 1 user thanked Jean Giraud for this useful post.
on 18/05/2023(UTC)
Offline Javier Ochoa  
#3 Posted : 18 May 2023 16:07:22(UTC)
Javier Ochoa


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Hi Jean,

Thank you for the worksheets, they will help me to think more like the way Smath Studio was thought to be (CAS).

Regards,
Offline Jean Giraud  
#4 Posted : 18 May 2023 17:31:13(UTC)
Jean Giraud

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Originally Posted by: Javier Ochoa Go to Quoted Post
Hi Jean,
Thank you for the worksheets.
They will help me to think more like the way Smath Studio was thought to be (CAS).
Regards,

Augmented/refreshed ... Cheers ... Jean.

Inst_Colebrook MOODY.sm (32kb) downloaded 20 time(s).


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