脉宽调制变频器的数学模型

B. Sharifov, R. Yunusov, K. Gulyamov, S. Dovudov, M. Safaraliev, A. Ghulomzoda
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引用次数: 1

摘要

目前,用于交流驱动和供电的三相独立电压逆变器和变频器市场是与控制系统和电压支持系统一起发展的。与此相关的是,用于交流系统控制的三相独立电压逆变器的研究和开发具有很大的相关性。开发独立电压逆变器的主要阶段之一是控制系统的设计。任何一种对功率变换器的控制最终都归结为控制功率晶体管相对于其工作周期的开态时间。这种控制方法称为脉宽调制。本文研究了基于矢量的脉宽调制方法在变频器控制系统中的应用。矢量脉宽调制的核心是拒绝在切换期间(如果脉宽调制是基于正弦的)同时打开/关闭所有开关,而是在逆变器的几个预先选择的条件之间切换,每个条件对应于矢量的某个空间位置。在矢量脉宽调制的基础上,分析了变频器的工作原理。发现了变频器中电磁瞬变的规律。建立了基于矢量脉宽调制的变频器的数学模型和计算机模型。
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The Mathematical Model of Pulse Width Modulation Frequency Converter
Currently the market of three-phase standalone voltage inverters and frequency converters, which are to be used in alternating current drive and power supply, develops together with systems of control and voltage support. In connection with this, research and development of three phase stand-alone voltage inverters, that are used in control of alternating current systems, is relevant to a great degree. One of the main stages of developing the stand-alone voltage inverter is designing the control system. Any kind of control of the power converter ultimately comes down to controlling the open state time of power transistor in relation to period of its work. This method of control is referred to as the pulse width modulation. In this study the method of vector-based pulse width modulation is considered for the case of the frequency converters control system. The core of the vector pulse width modulation is about refusing from the simultaneous turning on/off all the switches during the switching period (if pulse width modulation is sine-based) in favor to switching between several pre-selected conditions of the inverter, each of which is corresponding to some spatial position of the vector. The analysis of the frequency converters operation, based on the vector pulse width modulation, is considered. The regularities describing electromagnetic transients in the frequency converters are discovered. The mathematical and computer models of the frequency converters based on the vector pulse width modulation are developed.
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