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SENSORLESS FIELD ORIENTED CONTROL OF BRUSHLESS ...

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ut because they are the best basis for understanding the more advanced PWM techniques such as<br />

SVM.<br />

The simplest method is to use a controlled front-end converter to control the voltage and switch<br />

(commutate) the transistors in a certain pattern to generate a fixed-shape output voltage waveform<br />

that varies in frequency. In both 120° and 180° inverters the simplest pattern involves six steps<br />

per electrical cycle and results in rectangular output voltage waveforms; this is called a six-step<br />

squarewave inverter. The second method uses the same six steps but eliminates the front-end<br />

converter by integrating the voltage control with the commutation; this is called a six-step PWM<br />

(or squarewave PWM) inverter. The third method does not use commutation. Instead, pulse width<br />

modulation is used to control directly the magnitude, waveshape, and frequency of the output<br />

voltage; this is called a PWM inverter. (There is a fourth method of control but since it is usually<br />

associated with SVM its presentation is delayed until that section.) 29<br />

Six-Step Squarewave<br />

Both 120° and 180° inverters can be operated as a “six-step squarewave” inverter in which the<br />

output voltage is rectangular. In both inverters the voltage is controlled by the front-end converter<br />

and the rate of transistor commutation determines the frequency of the output. The gating and<br />

pole voltages are shown in Figure 4.9. (The full voltage waveforms are given in Figure 4.10 and<br />

Figure 4.11.) Because the 180° inverter always has three switches closed the neutral voltage will<br />

never be zero and therefore the line-neutral voltage will never be the same as the pole voltage. In<br />

the 120° inverter it appears that the line-neutral voltage is always the same as the pole voltage.<br />

However, this is true only for a resistive load [37, p.379]. The flat-top segments of the pole<br />

voltages will always be as shown since the transistors are ON. Contrarily, the zero-voltage<br />

segments of the pole voltage will not always be zero because current can flow through the diodes<br />

antiparallel to the transistors. This causes the neutral voltage to be nonzero, which causes the lineneutral<br />

voltages to deviate from the pole voltages. In addition, when the load is a motor it will<br />

have a bEMF that influences the pole and line-neutral voltages during these segments.<br />

29 In addition to these methods there are numerous “advanced” techniques for both overall inverter control<br />

and for control of the PWM specifically, such as on-line optimization techniques, selective harmonic<br />

elimination (SHE), delta modulation, sigma-delta modulation, random pulse width modulation (RPWM),<br />

sliding mode control (SMC), fuzzy methods, and innumerable artificial intelligence schemes (artificial<br />

neural networks, fuzzy-neural nets, and combinations of neutral control with most every other control<br />

method). For the most part each of these is a technique that exists to improve some specific aspect of<br />

operation or control and a comparison of the techniques would be a work in itself. Many are complicated<br />

enough or do not provide quantifiable benefits so they are still academic curiosities that are not<br />

implemented in industry; as such, they deserve no mention here.<br />

166

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