# Why don't all motors burn up instantly?

A motor rated for 3S (11.1 V) has an internal resistance of 0.12 ohm. The maximum current is 22 A.

11.1 V / 0.12 ohm = 92.5 A


Doesn't this mean that by supplying a 11.1 V three phase current, the motor will burn up instantly? How does an electronic speed control (ESC) prevent the current from exceeding 22 A?

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It doesn't, the motor itself does. Once the rotor starts spinning, the motor produces a voltage that opposes the flow of current; this is commonly called "back EMF (electromotive force)".

The motor's speed increases until the back EMF reduces the current flow to the level needed to account for the actual physical load on the motor (plus losses).

The heavy current you calculate is drawn only for an instant, just as the rotor starts spinning. If the rotor is prevented from spinning, then that current will be drawn indefinitely, and yes, it can destroy the motor.

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So what you really say, is that the acceleration of the rotation is basically acting as a resistance? –  Friend of Kim Mar 16 at 1:38
No, the rotation of the armature causes a voltage to be generated in the windings that opposes your voltage source such that the effective voltage across your motor is lowered and therefore less current flows. –  Brad Mar 16 at 2:17
For this reason motors of any size have starting circuitry that limits the current until rotation is under way. –  peterG Mar 16 at 2:38
Acceleration is not really acting as a "resistance". It's acting as an energy sink. Energy goes into motion, and that energy is not available for being dissipated as heat. The energy consumption does appear as Ohmage under a simple application of the power law. –  Kaz Mar 16 at 3:32
By motors "of any size" PeterG might mean those in railway locos (not models!) With an RC car, what happens would depend on how good the speed controller is. If it's cheap, the motor could well burn out. –  Brian Drummond Mar 16 at 9:41