annamal
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How come when the load is increased in an electric motor, the torque and current increase but the motor slows? Isn't how fast the motor is how much torque it has?
When the load on an electric motor increases, both torque and current rise, yet the motor's speed decreases. This phenomenon occurs because the motor's output power remains constant while the torque increases, leading to a reduction in rotation rate. The relationship between power, torque, and rotation rate is defined by the equation P = ωτ, where P is power, ω is rotation rate, and τ is torque. Understanding this relationship is crucial for analyzing motor performance under varying loads.
PREREQUISITESElectrical engineers, motor control specialists, and anyone involved in the design or analysis of electric motor systems will benefit from this discussion.
The truth is almost exactly opposite. For a given power output, an engine with the fastest rotation rate will have the smallest torque. Output power is the product of rotation rate and the torque the engine is applying to the load:annamal said:How come when the load is increased in an electric motor, the torque and current increase but the motor slows? Isn't how fast the motor is how much torque it has?