Torque
Torque
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How are the torque and Speed inversely proportional to Each Other?
In a DC Motor?
I know that when flux increases, Torque increases ( T = kǾ * I ) and speed also decreases ( N = k E / Ǿ ).
But isn't it contradictory? Torque is a Measure of turning effect and if it increases, shouldn't the speed increase?
Thank you.
*When you pedal a bicycle, you apply forces to a Rotating Body and do Work on it. Similar things happen in Real-Life situations, such as a rotating motor Shaft Driving a Power Tool or a Car Engine propelling the Vehicle. We Can express this work in terms of torque and an angular displacement.
What about the power associated with work done by a torque acting on a rotating body?
dW/dt is the rate of doing work, or power P. When a torque T (with respect to the axis of Rotation) acts on a body that rotates with angular Velocity W, its power (rate of doing work) is the Product of the torque and angular velocity. This is the analog of the relation P = F·v for particle Motion.
Note that torque is inversely proportional to the speed of the output shaft. In other words, there is a Trade Off between how much torque a motor delivers, and how fast the output shaft spins.



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