Torque in a DC motor (equations?)

AI Thread Summary
The discussion focuses on the equations for torque in a DC motor, specifically T = µBsinθ and T = kΦI, where k is a mechanical conversion constant and I is the armature current. There is confusion regarding the correct equation and the meaning of the constant k. The user mentions using Imperial units, where torque is expressed as T = 7.04 K Φ Ia, and seeks clarification on how the constant 7.04 fits into the equations. It is noted that in SI units, the constant simplifies to a single "Metric K" for both torque and voltage. The thread invites further insights and verification of these concepts.
infamous_Q
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hey, I've been looking EVERYwhere for equations for torque in a DC motor. I've come accorss plenty too:

T = µBsinθ
and T = k(magnetic flux per pole)I <- where k is a "mechanical and conversion constant" and I is the current in the armature, and i couldnt' find the magnetic flux symbol key thing.


now here's where I am troubled...which is right? if ne of these are. and if it's teh second one...wut the hell is k supposed to be?

thanx for any help guys...itd be real awesome if someone had this knowledge tucked away in the back of their heads.
 
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I'm mighty out of date and still use Imperial untsbut Torque = 7.04 K X Φ(which is flux) X Ia(which is armature current)
so T = KΦIa

to find K you establish flux, spin the motor and measure open circuit voltage it makes (so Ia = zero and there's no voltage drop)
Voltage = (same K) X RPM

Now that pesky 7.04 - where does it fit in?
It accounts for Imperial units of ft-lb and RPM.
If instead you use SI units NM and Radians/Sec you'll find the 7.04 disappears and a single constant, which i call "Metric K", works for both torque and voltage.
You should prove that for yourself. See this thread, especially post 23.
https://www.physicsforums.com/threa...-motor-the-same-regardless-of-voltage.911438/

Any help?

old jim
 
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