The main control methods of stepper motors include: full step control: each pulse corresponds to a step angle, and the rotation is smooth but slow. Half-step control: Each pulse corresponds to half the step angle, and the rotation speed is fast but the accuracy is low. Micro-stepping control: subdivide the step angle to achieve higher accuracy and speed. Current control: Control current to adjust torque and speed to achieve smooth rotation and quick response. PID Control: Feedback control to improve stability and accuracy for complex and highly dynamic applications. Vector Control: Optimizes motor performance for higher torque, speed and efficiency for high performance and reliability applications.
Stepper motor control method
Stepper motor is a type of motor that can convert electrical pulse signals into angular displacement of motor. The main control methods are as follows:
1. Full step control
- The most basic control method.
- Each pulse corresponds to the motor rotating a complete step angle.
- The motor rotates smoothly but at a slow speed.
2. Half-step control
- is improved on the basis of full-step control.
- Each pulse corresponds to the motor rotating half a step angle.
- The rotation speed is faster than full step control, but the rotation accuracy is lower.
3. Micro-stepping control
- A control method that further subdivides the step angle.
- By changing the pulse width or pulse phase, the motor can be rotated at a smaller step angle.
- Have the highest rotation accuracy and speed.
4. Current control
- Control the current flowing through the motor to adjust its torque and speed.
- Can achieve smoother rotation and faster response.
- Suitable for high-precision and high-dynamic applications.
5. PID control
- A feedback control method that adjusts the motor by measuring the error between the actual position of the motor and the target position of torque.
- can improve the stability and accuracy of the motor.
- Commonly used in complex and highly dynamic applications.
6. Vector control
- An advanced control method that uses the mathematical model of the motor to optimize its performance.
- Can achieve higher torque, speed and efficiency.
- Suitable for applications requiring high performance and reliability.
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