In this paper,a compact mathematical model having an elegant structure,together with a generic control framework,are proposed for generic power systems dominated by power converters that are interconnected through a p...In this paper,a compact mathematical model having an elegant structure,together with a generic control framework,are proposed for generic power systems dominated by power converters that are interconnected through a passive transmission and distribution(T&D)grid,by adopting the port-Hamiltonian(pH)systems theory and the fundamental circuit theory.The models of generic T&D lines are developed and then the model of a generic T&D grid is established.With the proposed control framework,the controlled converters are proven to be passive and Input-to-State Stable(ISS).The compact mathematical model is scalable and can be applied to power systems with multiple power electronic converters with generic passive controllers,passive local loads,and different types of passive T&D lines connected in a meshed configuration without self-loops,so it is very generic.Moreover,the resulting power system is proven to be ISS as well.The analysis is carried out without assumptions on constant frequency/voltage,constant loads,and/or lossless networks,except the need of passivity for all parts involved,and without using the Clarke/Park transformations or the graph theory.To simplify the presentation,three-phase balanced systems are adopted but the results can be easily adapted for single-phase or unbalanced three-phase systems.展开更多
电力电子电源场站与交流电力系统及其他电力电子电源场站间的复杂交互作用,使得基于单机和单场站思想的稳定性评估方法存在失效风险,引发了电网稳定运行的安全隐患。针对上述问题,提出一种对高比例电力电子电力系统中区域稳定性评估的...电力电子电源场站与交流电力系统及其他电力电子电源场站间的复杂交互作用,使得基于单机和单场站思想的稳定性评估方法存在失效风险,引发了电网稳定运行的安全隐患。针对上述问题,提出一种对高比例电力电子电力系统中区域稳定性评估的统一性稳定判据。首先,该文提出区域动态统一性稳定指标(unification stability index of dynamic state,USI_(1))和区域静态统一性稳定指标(unification stability index of static state,USI_(2))的定义与计算方法,并详细论述了其理论依据与物理含义;其次,提出基于相对增益矩阵(relative gain array,RGA)理论和统一性稳定指标的高比例电力电子电力系统稳定性评估方法;再次,提出由USI_(1)、USI_(2)和R_(RGA)组成的稳定性评估指标体系,构建了从场站扩展到区域、进而延伸到电力系统的稳定性评估框架;最后,实例验证了该文方法在高比例电力电子电力系统稳定性评估中的有效性。展开更多
基金supported by NSF,USA,under award#1810105 and Foundation for Research Support of the State of Rio Grande do Sul(FAPERGS),BR,under grant number 21/2551-0002158-6,CfP PqG.2021。
文摘In this paper,a compact mathematical model having an elegant structure,together with a generic control framework,are proposed for generic power systems dominated by power converters that are interconnected through a passive transmission and distribution(T&D)grid,by adopting the port-Hamiltonian(pH)systems theory and the fundamental circuit theory.The models of generic T&D lines are developed and then the model of a generic T&D grid is established.With the proposed control framework,the controlled converters are proven to be passive and Input-to-State Stable(ISS).The compact mathematical model is scalable and can be applied to power systems with multiple power electronic converters with generic passive controllers,passive local loads,and different types of passive T&D lines connected in a meshed configuration without self-loops,so it is very generic.Moreover,the resulting power system is proven to be ISS as well.The analysis is carried out without assumptions on constant frequency/voltage,constant loads,and/or lossless networks,except the need of passivity for all parts involved,and without using the Clarke/Park transformations or the graph theory.To simplify the presentation,three-phase balanced systems are adopted but the results can be easily adapted for single-phase or unbalanced three-phase systems.
文摘电力电子电源场站与交流电力系统及其他电力电子电源场站间的复杂交互作用,使得基于单机和单场站思想的稳定性评估方法存在失效风险,引发了电网稳定运行的安全隐患。针对上述问题,提出一种对高比例电力电子电力系统中区域稳定性评估的统一性稳定判据。首先,该文提出区域动态统一性稳定指标(unification stability index of dynamic state,USI_(1))和区域静态统一性稳定指标(unification stability index of static state,USI_(2))的定义与计算方法,并详细论述了其理论依据与物理含义;其次,提出基于相对增益矩阵(relative gain array,RGA)理论和统一性稳定指标的高比例电力电子电力系统稳定性评估方法;再次,提出由USI_(1)、USI_(2)和R_(RGA)组成的稳定性评估指标体系,构建了从场站扩展到区域、进而延伸到电力系统的稳定性评估框架;最后,实例验证了该文方法在高比例电力电子电力系统稳定性评估中的有效性。