Hi great folk
I have a Century AC motor which is ¼ HP, 115 V, 60 HZ
This is a Permanent Split Capacitor (PSC) motor
It has 4 poles, so the running speed according to the motor equation should be:
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Speed = 120x60 / p …………….. Where P = number of poles
Therefore RPM = 120 X 60 / 4 = 1800
...
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I did the substitution but the resultant equation still contains the two variables x and y
D=B(1-Axy)^2 +Ax^2 ... (1)
-By+ABxy^2 +x =0 .....(2)
Substitute (2) in (1) :
(1-Axy) = x/By
D=B(x/By)^2 + Ax^2
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This equation is still function of 2 variables x and y !
This equation is function of x and y
Now how to get the minimum value of y ?
and this equation is independent of the constant D though the plotted graph shape depends on the constant D ?.
Thanks for your reply
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Yes , we can put it in this form:
D=B(1-Axy)^2 + Ax^2
The graph of this equation depends on the constants D and B - but if we differentiate this equation with respect to x , dy/dx =0 , then the constant D will disappear though the graph depends on it ??
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See the...
Summary:: Differentiate an equation to get the minimum peak
I have this equation:
6.3504 = 23.04 ( 1-141978.24XY)^2 + 141978.24X^2
I want to differentiate it with respect to X to get the minimum peak of Y
.
dy/dx =0
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See attached file
Thanks for help
[Moderator's note: moved from a...
Thanks for your reply.
In the third photo I can see some kind of cloth material inserted in each slot to insulate the copper winding from the steal body.
What type of this cloth material used ?
Thanks for help.
Sam