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AN4144 датащи(PDF) 5 Page - STMicroelectronics |
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AN4144 датащи(HTML) 5 Page - STMicroelectronics |
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5 / 28 page ![]() DocID023491 Rev 3 5/28 AN4144 Voltage mode driving 28 1 Voltage mode driving This section describes the basic principles of Voltage mode driving and its implementation in STMicroelectronics devices with a focus on the compensation of: The back electromotive force (Section 1.2 on page 7) The motor supply voltage variation (Section 1.3 on page 11) The thermal drift of the phase resistance (Section 1.4 on page 12). 1.1 Basic principles The classic current mode driving method limits the phase current to a reference value using a comparator and a current sensor (usually an external resistor). This control is the most intuitive but brings with it some drawbacks: the current ripple can be significant and obtaining an acceptable control of the current can be challenging. In trying to solve these problems, current control algorithms were made more and more complex, including techniques such as fast decay and mixed decay. With the introduction of microstepping in stepper motor driving a new current control algorithm limit became evident: the analog circuitry and the control loop should be able to manage lower currents with higher resolution. Voltage mode totally changes the control approach implementing an open-loop control: a sinusoidal voltage is applied to the motor phases and the electro-mechanical system response with a sinusoidal current. Note: Due to its principle of operation, Voltage mode driving is not suited to full step driving. The best performance is always obtained using microstepping operation. This result can be obtained through the analysis of the stepper motor electrical model. Equation 1, extracted from the model in Figure 1, shows how the current of a generic motor phase is related to: Phase voltage VPH Back electromotive force (BEMF) Phase resistance (Rm) and inductance (Lm). The back electromotive force is typically a sinusoidal voltage with frequency and amplitude proportional to motor rotation speed. The BEMF frequency (fel) is equal to one quarter of the rotation speed expressed in steps per second (fSTEP); this frequency is exactly the same as the hypothetical current sine wave that should be applied to the motor phase in order to make the motor turn at fSTEP step rate. The BEMF amplitude is proportional to step frequency through a linear coefficient ke: this parameter depends on motor characteristics and structure (rotor material, coil turns, etc.). |
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