A method for boosting energy storage control of a brushless DC motor system
A technology of brush DC motor and energy storage control, which is applied in the direction of electronic commutation motor control, single motor speed/torque control, control system, etc., to achieve the effect of reducing size, enhancing stability and improving utilization rate
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Embodiment 1
[0030] In this embodiment, the brushless DC motor adopts the three-phase six-step two-to-two conduction commutation operation mode. One electrical cycle includes six commutation cycles, and only two phase windings are energized in each commutation cycle. In this embodiment, a Take the phase commutation cycle of positive conduction and b-phase negative conduction as an example. figure 1 u in the equivalent circuit diagram shown d_link is the DC link voltage, T, T 1 -T 6 For IGBT, D, D 1 -D 6 is the freewheeling diode connected in antiparallel to the IGBT, C is the film capacitance on the DC link, L and R are the phase inductance and phase resistance of the motor, respectively, e a 、e b 、e c are the opposite electromotive forces, N is the neutral point of the motor, and O is the reference zero point of the DC link voltage.
[0031] figure 1 The DC link involved in the present invention is composed of a DC link capacitor C and a DC link switch tube T connected in series, ...
Embodiment 2
[0077] When the brushless DC motor is running in non-rated conditions, the duty cycle d(n) and capacitor voltage U cap (n) will change accordingly. Therefore, an embodiment analysis is carried out on a brushless DC motor operating under a non-rated working condition.
[0078] To verify the capacitor voltage U cap The influence of the change of the duty cycle d, according to the functional relationship of formula (11), the duty cycle d has a great influence on the capacitor voltage U cap Find the derivative:
[0079]
[0080] From equation (18), it can be seen that in region 2, the duty cycle d will increase with the DC link voltage U cap The increase increases, when n takes the maximum value U cap reaches the maximum U cm . Since each control cycle U cap unknown, assuming that U cap reach the maximum U cm , put U cm Bringing into formula (11), the maximum value of the duty cycle of each cycle can be obtained as:
[0081]
[0082] Then in region 2, satisfy:
...
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