- #1
yahastu
- 79
- 7
Hello, I could use some help learning how to properly size stepper motor.
Suppose that I want to use a stepper motor to move a load against the force of gravity. It must be able to start, stop, and hold it's position against the static load. I know the maximum torque of the load. In addition, I want it to be able to rotate with rotational speed greater than some minimum. How should I select an appropriately sized motor?
My thought so far, correct me if I'm wrong:
I see that stepper motors have a characteristic called "holding torque" which is in Newton*meters/Amp. So, I'm thinking that I just need to multiply this by the operating current to get an actual torque of the motor. Then, if my motor torque is greater than or equal to the maximum torque of my static load due to gravity, I assume that means the motor is adequately sized to start/stop/hold this load against the force of gravity. Is this thinking correct?
I am fee to play with gear ratios as well. Therefore, for any given stepper motor, if the native torque is not enough, I could just determine the multiple that I need for torque, and this determines the needed gear ratio. If slowing down the rotational speed by this gear ratio does not achieve necessary RPM, then the motor is not adequate for the job.
Comparing between two different configurations of stepper motor/gears that are both adequate of meeting these two constraints, it would then just be a question of cost and/or space/complexity of the required gear ratios.
Is this a good approach?
Suppose that I want to use a stepper motor to move a load against the force of gravity. It must be able to start, stop, and hold it's position against the static load. I know the maximum torque of the load. In addition, I want it to be able to rotate with rotational speed greater than some minimum. How should I select an appropriately sized motor?
My thought so far, correct me if I'm wrong:
I see that stepper motors have a characteristic called "holding torque" which is in Newton*meters/Amp. So, I'm thinking that I just need to multiply this by the operating current to get an actual torque of the motor. Then, if my motor torque is greater than or equal to the maximum torque of my static load due to gravity, I assume that means the motor is adequately sized to start/stop/hold this load against the force of gravity. Is this thinking correct?
I am fee to play with gear ratios as well. Therefore, for any given stepper motor, if the native torque is not enough, I could just determine the multiple that I need for torque, and this determines the needed gear ratio. If slowing down the rotational speed by this gear ratio does not achieve necessary RPM, then the motor is not adequate for the job.
Comparing between two different configurations of stepper motor/gears that are both adequate of meeting these two constraints, it would then just be a question of cost and/or space/complexity of the required gear ratios.
Is this a good approach?