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Discuss Im really struggling with this Q expecially at transposing the formula in the UK Electrical Forum area at ElectriciansForums.net
Tim you got to transpose the formula in order to find outIf it runs at 50 revolutions per second, how many revolutions per minute would you expect?
In my little world, I would just say that if it were running flawlessly it would be the rps figure multiplied by the number of seconds in a minute. Then compare that to the rpm figure (which is what is actually happening, and is different)Tim you got to transpose the formula in order to find out
It's hard to demonstrate without a whilteboard, but....Nrps=f/p my question is how do I find P ?
That's better explained than what was shown in the classroom, the reason I think I didn't get it right was because how and why I would have to add 1 however your explanation was top notchIn my little world, I would just say that if it were running flawlessly it would be the rps figure multiplied by the number of seconds in a minute. Then compare that to the rpm figure (which is what is actually happening, and is different)
It's hard to demonstrate without a whilteboard, but....
If you multiply both sides by p, and removing the p/p on the right as that equals 1, you get
Nrps x p = f
Then divide both sides by Nrps and remove the Nrps/Nrps on the left because that equals 1, you get
p = f / Nrps
Does that help you?
Thanks mate you answered the whole Q i really appreciate your effort to help me good night .To calculate the per unit slip and percentage slip of a motor, we need to compare its actual speed with the synchronous speed.
Given information: Synchronous speed (Ns) = 50 rps (revolutions per second) Motor speed (N) = 2850 rpm (revolutions per minute) Supply frequency (f) = 50 Hz
First, we need to convert the motor speed from rpm to rps: N = 2850 rpm N_rps = N/60 (conversion from rpm to rps) N_rps = 2850/60 = 47.5 rps
a) Per unit slip: Per unit slip is calculated as the difference between synchronous speed and motor speed, divided by the synchronous speed.
Per unit slip (S) = (Ns - N) / Ns
Substituting the given values: S = (50 - 47.5) / 50 S = 2.5 / 50 S = 0.05
b) Percentage slip: Percentage slip is calculated by multiplying the per unit slip by 100.
Percentage slip = S * 100
Substituting the value of S: Percentage slip = 0.05 * 100 Percentage slip = 5%
Therefore, a) The per unit slip is 0.05. b) The percentage slip is 5%
Courtesy of chatgpt, a students dream come true
Courtesy of chatgpt, a students dream come true
Reply to Im really struggling with this Q expecially at transposing the formula in the UK Electrical Forum area at ElectriciansForums.net