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Torque Calculations

09/10/2012 7:15 AM

dear Sir,

i have Mass moment of inertia 3 kg m2, time 5s and RPM is 3000, how to caluculate the torque of the motor.

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Guru
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#1

Re: torque calculations

09/10/2012 8:13 AM

Maximum torque? Average torque? Continuous torque?

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#2
In reply to #1

Re: torque calculations

09/10/2012 10:59 AM

MAXIMUM TORQUE

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Guru
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#7
In reply to #2

Re: torque calculations

09/11/2012 3:15 AM

SHHHHHHHHHHHHHHHHHHHHH! Don't wake up sleeping readers!

The maximum torque is available when the motor is about to accelerate from rest. Use the motor manufacturer's published performance curves to determine this figure.

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Guru
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#8
In reply to #7

Re: torque calculations

09/11/2012 4:44 PM

Here's a typical speed-torque curve from Siemens, notice that the max torque occurs at the pull-out point, about 75% of synchronous speed for this NEMA B motor.

Now everyone can go back to sleep....

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#3

Re: Torque Calculations

09/10/2012 12:37 PM

Following equation will help you calculate, the torque of the motor:

power (kW) =torque (Nm) x 2 x 3.141 x motor RPM/60,000

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#4
In reply to #3

Re: Torque Calculations

09/10/2012 1:01 PM

Dear Sir,

thank you for the replay but i have nither tprque nor kw, in this case what shall i consider?

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Guru

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#6
In reply to #4

Re: Torque Calculations

09/10/2012 3:25 PM

But you have the motor! Look at its name plate, you will have all the info, that you will ever need. Put the data in the equation at the appropriate place, you will have your torque.

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#5

Re: Torque Calculations

09/10/2012 2:52 PM

You should consider Googling on "motor accelerating torque" where you will find that in addition to the information you provided you will need to know the type of motor (synchronous vs induction), its type of starter/controller (DOL, resistance, delta-wye, etc.) , its nameplate ratings, plus the speed-torque curves for both the motor and the load.

Once you have this information "just" subtract the load torque from the motor torque at every speed of interest and you will have the net accelerating torque required from the motor at each speed. Unfortunately the non-linear nature of both speed-torque curves prevents a simple algebraic equation solution to your question, but writing a computer program or using Mat-Lab is the right way to do this.

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