The electric networks for the distribution to low voltage costumers can be configured in different layouts. Two main approaches are used: the European system composed by three-phase distribution transformers or the No...The electric networks for the distribution to low voltage costumers can be configured in different layouts. Two main approaches are used: the European system composed by three-phase distribution transformers or the North American system composed by single-phase distribution transformers and three-phase transformer banks of single-phase transformers. With respect to harmonic analysis, much more attention has been focused on the three-phase balanced systems arrangements than on the unbalanced four-wire delta system extensively used to supply low voltage loads of 120/240 V. Different authors have shown the three-phase power systems modeling on a phase-coordinates frame. However, the presence of significant asymmetries in the network forces the need of adding a new phase-coordinates model to represent the three-phase transformers banks of two or three single-phase transformers in its various connections. Several papers treat the use of harmonic analysis programs based on a phase-coordinates frame to study the Wye or Delta connected three-phase systems. However, the commonly used four-wire delta connected systems are not fully treated in literature. This paper presents a phase-coordinates model for the representation of the commonly used three-phase transformer banks of three or two single-phase transformers, and single-phase distribution transformers for the harmonic analysis of the four-wire delta connected systems. The harmonic analysis method based on the presented model is used to examine the characteristics of this kind of distribution system with respect to the penetration of harmonics currents from loads to the primary system.展开更多
有源电力滤波器(active power filter,APF)电流环控制要求补偿电流无误差地跟踪给定信号,传统的dq坐标系下P I控制很难消除稳态误差。采用并联的比例谐振(proportional resonant,PR)控制器,对不同频率的正弦分量进行跟踪控制,实现零稳...有源电力滤波器(active power filter,APF)电流环控制要求补偿电流无误差地跟踪给定信号,传统的dq坐标系下P I控制很难消除稳态误差。采用并联的比例谐振(proportional resonant,PR)控制器,对不同频率的正弦分量进行跟踪控制,实现零稳态误差跟踪。针对电网频率波动和三相不平衡问题,在坐标系下采用改进PR控制器实现电流跟踪控制。在详细分析PR控制器各参数对性能指标影响的基础上,总结参数的调试方法,并给出控制器离散化方法。通过仿真与实验对所提控制策略进行验证,APF投入后,电网电流畸变率下降,中线电流有效值减小,负载和频率波动时仍有较好的补偿效果。该结果表明,所提的改进PR控制策略可以有效地抑制谐波,较好地解决三相不平衡问题,对负载突变和频率波动均有良好的适应性。展开更多
文摘The electric networks for the distribution to low voltage costumers can be configured in different layouts. Two main approaches are used: the European system composed by three-phase distribution transformers or the North American system composed by single-phase distribution transformers and three-phase transformer banks of single-phase transformers. With respect to harmonic analysis, much more attention has been focused on the three-phase balanced systems arrangements than on the unbalanced four-wire delta system extensively used to supply low voltage loads of 120/240 V. Different authors have shown the three-phase power systems modeling on a phase-coordinates frame. However, the presence of significant asymmetries in the network forces the need of adding a new phase-coordinates model to represent the three-phase transformers banks of two or three single-phase transformers in its various connections. Several papers treat the use of harmonic analysis programs based on a phase-coordinates frame to study the Wye or Delta connected three-phase systems. However, the commonly used four-wire delta connected systems are not fully treated in literature. This paper presents a phase-coordinates model for the representation of the commonly used three-phase transformer banks of three or two single-phase transformers, and single-phase distribution transformers for the harmonic analysis of the four-wire delta connected systems. The harmonic analysis method based on the presented model is used to examine the characteristics of this kind of distribution system with respect to the penetration of harmonics currents from loads to the primary system.
文摘有源电力滤波器(active power filter,APF)电流环控制要求补偿电流无误差地跟踪给定信号,传统的dq坐标系下P I控制很难消除稳态误差。采用并联的比例谐振(proportional resonant,PR)控制器,对不同频率的正弦分量进行跟踪控制,实现零稳态误差跟踪。针对电网频率波动和三相不平衡问题,在坐标系下采用改进PR控制器实现电流跟踪控制。在详细分析PR控制器各参数对性能指标影响的基础上,总结参数的调试方法,并给出控制器离散化方法。通过仿真与实验对所提控制策略进行验证,APF投入后,电网电流畸变率下降,中线电流有效值减小,负载和频率波动时仍有较好的补偿效果。该结果表明,所提的改进PR控制策略可以有效地抑制谐波,较好地解决三相不平衡问题,对负载突变和频率波动均有良好的适应性。
