Optimizing PWM modulation method capable of restraining harmonic wave
A modulation method and harmonic technology, which are used in control systems, AC motor control, output power conversion devices, etc.
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Embodiment 1
[0099] 1. For the one-phase output PWM pulse function expression of the inverter is the following formula, that is, formula (4),
[0100] U km = 2 U d Kπ [ 1 + 2 Σ i = 1 N ( - 1 ) i cos ( K α i ) ] , ( n = 1 , 3 , 5 , . . . )
[0101] According to the variable voltage variable frequency strategy (such as VVVF control, etc.), the reference voltage vector V * , and determine the deg...
Embodiment 2
[0116] Still use formula (4) as the one-phase output PWM pulse function expression of the inverter. A feasible implementation step is:
[0117] 1~7 steps are with embodiment one;
[0118] 8. When k is an even number, it is the working stage of the up counter, and when k is an odd number, it is the working stage of the down counter. Determine the state of the switching angle, and output the PWM level according to the comparison rule in Table 5;
[0119] Steps 9 to 10 are the same as in Embodiment 1.
Embodiment 3
[0121] Still use formula (4) as the one-phase output PWM pulse function expression of the inverter. A feasible implementation step is:
[0122] 1,2 steps are with embodiment one;
[0123] 3. Start from any area between area II~VI, from k=1 to k max =N+1, according to the parity of k value, determine the basic voltage vector that works in this area;
[0124] Steps 4 to 10 are the same as those in Embodiment 1, and the three-phase output PWM pulse waveform of the inverter can still be obtained with the same effect.
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