A PLL Applicable to Grid Voltage Unbalance and Distortion State
A grid voltage, phase-locked loop technology, applied in the field of phase-locked loops, can solve the problems of phase-locked results discrete error, etc., and achieve the effects of fast dynamic response rate, small phase detection error, and small steady-state error.
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[0047] figure 1 It is the schematic diagram of the basic three-phase phase-locked loop. The three-phase grid voltage is transformed into the two-phase static coordinate system by using the Clark transformation, and the voltage U of the grid voltage in the two-phase static coordinate system is obtained. α and U β , and then use the Parker transformation to transform the voltage value of the grid voltage in the two-phase stationary coordinate system to the two-phase rotating coordinate system, and obtain the voltage U of the grid voltage in the two-phase rotating coordinate system d and U q , where the grid voltage component on the q-axis is:
[0048]
[0049] When the phase angle θ output by the PLL is close to the phase angle ωt of the actual grid voltage vector, that is to say (ωt-θ) is very small or close to zero, sin(ωt-θ) can be approximated as (ωt-θ) . Therefore, when the PLL is locked, the q-axis component of the grid voltage vector in the synchronous rotating coo...
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