CALCULATION OF THE RESONANT CONVERTERS CONTROL CHARACTERISTICS BY THE SUPERPOSITION METHOD

G. Pavlov, A. Obrubov, I. Vinnychenko, A.O. Makhnov
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Abstract

The work presents the calculations of the control characteristics of the full-bridge resonant converter with a series resonant LLC circuit and frequency control by two methods - the first harmonic method and the superposition method. The theoretical results were verified by the analytical-structural modeling method. The power circuit of the resonant converter for the analysis of electromagnetic processes is replaced by a linear T-shaped circuit with two series resonant RLC-circuits and equivalent generators of rectangular voltages, which simulate a transistor inverter and a diode rectifier in the quasi-continuous current mode. Analytical-structural modeling method consists in partly analytical and partly structural ways of building a numerical model of the resonant converter in the form of the simulation model in the MATLAB-Simulink environment. Linear structural links of the model are created on the basis of integral equations of circles. Non-linear links are created based on the non-linear functions and causal relationships. The structural model based on these links takes into account the nonlinearity of the elements of the power circuit of the resonant converter and is based on simpler mathematical expressions compared to the equivalent mathematical model of the resonant converter. The structural model corresponds to the idea of the resonant converter in the form of the resonant circuit with independent equivalent voltage generators and allows to adjust the magnetic coupling coefficient between the transformer windings and simulate processes with arbitrary control functions of equivalent generators. The peculiarity of the use of the superposition method for calculating the static characteristics of the resonant converter is the need to match the voltage phases of the equivalent generators of the equivalent circuit during the changes of the operating frequency or relative load voltage. The dependence of the input voltage of the rectifier, which is simulated by the second equivalent generator, on the processes of the power circuit of the real resonant converter, determines the conditions for matching (adjusting) the phases of the equivalent generators. References 30, figures 5.
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用叠加法计算谐振转换器的控制特性
作品介绍了采用串联谐振 LLC 电路的全桥谐振转换器的控制特性计算,以及通过两种方法--一次谐波法和叠加法--进行频率控制。分析结构建模法对理论结果进行了验证。用于分析电磁过程的谐振转换器功率电路由一个线性 T 型电路代替,该电路带有两个串联谐振 RLC 电路和矩形电压等效发生器,模拟准连续电流模式下的晶体管逆变器和二极管整流器。分析-结构建模方法包括在 MATLAB-Simulink 环境中以仿真模型的形式,通过部分分析和部分结构方式建立谐振转换器的数值模型。模型的线性结构链接是根据圆的积分方程建立的。非线性链接是根据非线性函数和因果关系创建的。基于这些链接的结构模型考虑到了谐振转换器功率电路元件的非线性,并且与谐振转换器的等效数学模型相比,基于更简单的数学表达式。该结构模型与具有独立等效电压发生器的谐振电路形式的谐振变流器的概念相对应,可以调整变压器绕组之间的磁耦合系数,并模拟具有任意等效发生器控制功能的过程。使用叠加法计算谐振变流器静态特性的特殊性在于,需要在工作频率或相对负载电压变化时匹配等效电路中等效发电机的电压相位。由第二个等效发电机模拟的整流器输入电压对实际谐振变换器功率电路过程的依赖性决定了等效发电机相位匹配(调整)的条件。参考文献 30,图 5。
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