Research on the Minimization of the Power Loss of the DC Microgrids based on the Generalized Inverse of Matrix

Zhenchuan Sun, Jiasheng Zhang
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Abstract

DC microgrids have been widely applied in the power systems. DC-DC converters are applied in parallel to realize the transform of energy from the distributed generations (DGs) to the DC bus in the circuit structure of the DC microgrid. Besides the control of the constant dc bus voltage accompany with the average current control the minimization of the power loss is an important problem of the control system of the DC microgrid. There is a contradiction between the average current control and the minimization of the power loss which shows that there is a relatively large power loss on the condition that the average current control is appiled. Contradictory equations are applied to indicate the phenomenon in a mathematical sense. By use of the generalized inverse of matrix and the method of Lagrange multipliers we can get the minimum norm and least squares solution with the average current and the given dc bus voltage. The correctness and validity of the proposed method are tested in the calculating example and simulation results.
基于矩阵广义逆的直流微电网功率损耗最小化研究
直流微电网在电力系统中得到了广泛的应用。在直流微电网的电路结构中,采用并联DC-DC变换器实现分布式电源向直流母线的能量转换。除了直流母线恒电压控制和平均电流控制外,功率损耗的最小化是直流微电网控制系统的一个重要问题。平均电流控制与功率损耗最小化之间存在矛盾,即在采用平均电流控制的情况下,功率损耗会比较大。在数学意义上,用矛盾方程来表示这种现象。利用矩阵的广义逆和拉格朗日乘子法,得到了给定直流母线电压和平均电流的最小范数和最小二乘解。算例和仿真结果验证了所提方法的正确性和有效性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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