Torque & Speed Graphs - What Does No Torque Mean?

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SUMMARY

The discussion centers on the relationship between torque and speed in motors, specifically addressing the scenario where a motor reaches its maximum speed with no torque output. It is established that at high speeds, the motor requires minimal torque to overcome drag and friction, as the momentum of the rotating shaft sustains its motion. The torque produced is consumed by internal friction and other losses, leading to a zero torque reading at the output despite the motor's operational status.

PREREQUISITES
  • Understanding of basic physics concepts such as torque and rotational motion
  • Familiarity with motor mechanics and performance metrics
  • Knowledge of internal friction and energy loss in mechanical systems
  • Basic principles of momentum and its effect on motion
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  • Research the principles of torque and speed in electric motors
  • Explore the impact of internal friction on motor performance
  • Learn about momentum and its role in sustaining rotational motion
  • Investigate methods to minimize energy losses in motor systems
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Engineers, automotive technicians, and anyone involved in the design or analysis of motor systems will benefit from this discussion, particularly those focused on optimizing motor performance and understanding torque dynamics.

Jones1987
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When the motor is producing its top speed, and there is no torque, I cannot picture what this means. I understand that low speeds = high torques, as I can picture an object moving slowly because of its torque.

I undersrtand torque as the force that creates rotation, so if a shaft is rotating at its max speed, and it reads out no torque, why is this? Is this due to the momentum the shaft has therefore it no longer needs torque?
 
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Think of torque like acceleration. One you hit top speed, you need very little acceleration to counteract drag/friction to maintain that top speed.
 
There is no torque at the shaft output, but there is still torque being produced. It is only all taken by internal friction and other losses.
 

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