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Power (shaft power) expression

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Old   September 7, 2018, 07:26
Default Power (shaft power) expression
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Jiri
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Hello,


I searched this forum and found a similar thread.

However, I still do not understand the background of the equation for "shaft power" as shown below:



abs(sum(Velocity in Stn Frame u * Force X + Velocity in Stn Frame v * Force Y + Velocity in Stn Frame w * Force Z)@Calc Wall Region)


This equation is also used in "Fan template" provided by Ansys.


But why is it different than torque_z()@Calc Wall Region * Angular velocity ? Assuming rotation around z axis.



What is the physical difference between these two equations?
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Old   September 11, 2018, 04:52
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Any ideas? :-)
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Old   September 11, 2018, 18:41
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I have no idea why you would use the first equation. It appears to be a clumsy way of doing it, but I may be missing something important. You equation torque_z()@Calc Wall Region * Angular velocity appears to be the obvious way of calculating power.
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Old   September 12, 2018, 03:31
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I checked the equation for a mixer in water. The results was about 5% lower than Torque*omega. Did you find the same difference?
The manual states that Force includes Wall shear, so that cannot explain the difference. Then, as Glenn mentioned, I think it is a clumsy and, possible, inaccurate method.
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Old   September 12, 2018, 08:32
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Thank you very much to both for the reply.


I checked the deviations between the results of the two equaitons and I can confirm also that "sum" equation gives about 5% - 10% lower values than "torque" equaiton.



I absolutely agree with you and I also cant figure out any background for the "sum" equation.



So, why is this equation applied in Ansys template expressions??
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Old   September 12, 2018, 08:41
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Maybe because it is more general applicable. So, you can estimate the power in case you don't have an Angular velocity? I don't know. If you want to be sure, ask ANSYS.
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Old   September 12, 2018, 12:18
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In your comparisons, did you evaluate such expression using the "Hybrid", or "Conservative" setting?

I am not aware of the source of such formula, but I think it is bypassing the axis of rotation definition, i.e. it attempts to compute the "correct value" w/o even knowing the axis of rotation definition.

However, I would have done differently.

Shaft power = Angular Velocity . (Position x Force)

which by vector identities, a.(b x c) = c.(a x b), can be written as

Shaft power = Force . (Angular Velocity x Position)
= Force . (Rotation Velocity)

Adding over all the points in the locator

Shaft power = abs ( sum( Force X * Rotation Velocity X + Force Y * Rotation Velocity Y + Force Z * Rotation Velocity Z)@Calc Wall Region )

Have not done the comparison vs "torque_z()@Calc Wall Region * Angular Velocity Magnitude", but it should work.
jiaji lu and shk09 like this.
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Old   September 14, 2018, 03:42
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Mr. Opaque,


you hit it.

I switched the velocity from conservative to hybrid values and it is the same as "torque" equation.
Problem solved.


Thank you very much !!!
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