对含电网换相换流器的高压直流输电(line commu-tated converter high voltage direct current,LCC-HVDC)系统进行小信号稳定性分析时,存在小信号模型精度低、分析结果无法为系统稳定运行提供参考的问题。因此,提出一种计及电压动态过...对含电网换相换流器的高压直流输电(line commu-tated converter high voltage direct current,LCC-HVDC)系统进行小信号稳定性分析时,存在小信号模型精度低、分析结果无法为系统稳定运行提供参考的问题。因此,提出一种计及电压动态过程的小信号建模方法。对LCC-HVDC状态空间模型进行改进,修正了逆变侧换流站内部的角度关系与换相角表达式,在模型中引入考虑电压动态过程的状态方程,并基于此模型计算系统运行的控制参数稳定域。通过PSCAD电磁暂态仿真软件对模型进行验证,并与传统小信号模型作对比,结果表明建立的考虑电压动态过程的小信号模型精度高,小信号稳定性分析结果更准确。展开更多
Telegraph equations are derived from the equations of transmission line theory. They describe the relationships between the currents and voltages on a portion of an electric line as a function of the linear constants ...Telegraph equations are derived from the equations of transmission line theory. They describe the relationships between the currents and voltages on a portion of an electric line as a function of the linear constants of the conductor (resistance, conductance, inductance, capacitance). Their resolution makes it possible to determine the variation of the current and the voltage as a function of time at each point of the line. By adopting a general sinusoidal form, we propose a new exact solution to the telegraphers’ partial differential equations. Different simulations have been carried out considering the parameter of the 12/20 (24) kV Medium Voltage Cable NF C 33,220. The curves of the obtained solution better fit the real voltage curves observed in the electrical networks in operation.展开更多
文摘对含电网换相换流器的高压直流输电(line commu-tated converter high voltage direct current,LCC-HVDC)系统进行小信号稳定性分析时,存在小信号模型精度低、分析结果无法为系统稳定运行提供参考的问题。因此,提出一种计及电压动态过程的小信号建模方法。对LCC-HVDC状态空间模型进行改进,修正了逆变侧换流站内部的角度关系与换相角表达式,在模型中引入考虑电压动态过程的状态方程,并基于此模型计算系统运行的控制参数稳定域。通过PSCAD电磁暂态仿真软件对模型进行验证,并与传统小信号模型作对比,结果表明建立的考虑电压动态过程的小信号模型精度高,小信号稳定性分析结果更准确。
文摘Telegraph equations are derived from the equations of transmission line theory. They describe the relationships between the currents and voltages on a portion of an electric line as a function of the linear constants of the conductor (resistance, conductance, inductance, capacitance). Their resolution makes it possible to determine the variation of the current and the voltage as a function of time at each point of the line. By adopting a general sinusoidal form, we propose a new exact solution to the telegraphers’ partial differential equations. Different simulations have been carried out considering the parameter of the 12/20 (24) kV Medium Voltage Cable NF C 33,220. The curves of the obtained solution better fit the real voltage curves observed in the electrical networks in operation.
