控制和保护

N. Watson, J. Arrillaga
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引用次数: 2

摘要

控制方程与电力系统方程分开求解,但仍然使用EMTP原理,从而保持了电导矩阵的对称性。开发用于分段控制以及不能由基本网络组件直接建模的设备或现象的主要工具是TACS和MODELS(在原始EMTP包中)和CMSF库(在PSCAD/EMTDC包中)。控制和电源系统的单独解决方案引入了时间步长延迟,但是在数字控制中使用采样和保持,这变得不那么是个问题。现代数字控制,多时间步长,更规范,可以充分代表在EMT程序。使用模块化方法来构建控制系统,虽然它提供了更大的灵活性,但在数据路径中引入了时间步长延迟,这可能对仿真结果产生不利影响。使用z域来分析使用NIS生成的差分方程,有或没有时间步长延迟,或根匹配技术,已被证明。如果要避免数值误差和可能的不稳定性,插值对于建模控制以及非线性避雷器都是重要的。对保护系统实现的现状进行了描述,指出了对单个设备进行详细建模的困难。相反,重点是使用实时数字模拟器通过数模转换与实际保护硬件接口。
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Control and protection
The control equations are solved separately from the power system equations though still using the EMTP philosophy, thereby maintaining the symmetry of the conductance matrix. The main facilities developed to segment the control, as well as devices or phenomena which cannot be directly modelled by the basic network components, are TACS and MODELS (in the original EMTP package) and a CMSF library (in the PSCAD/EMTDC package). The separate solution of control and power system introduces a time-step delay, however with the sample and hold used in digital control this is becoming less of an issue. Modern digital controls, with multiple time steps, are more the norm and can be adequately represented in EMT programs. The use of a modular approach to build up a control system, although it gives greater flexibility, introduces time-step delays in data paths, which can have a detrimental effect on the simulation results. The use of the z-domain for analysing the difference equations either generated using NIS, with and without time-step delay, or the root-matching technique, has been demonstrated. Interpolation is important for modelling controls as well as for the non-linear surge arrester, if numerical errors and possible instabilities are to be avoided. A description of the present state of protective system implementation has been given, indicating the difficulty of modelling individual devices in detail. Instead, the emphasis is on the use of real-time digital simulators interfaced with the actual protection hardware via digital-to-analogue conversion.
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Steady-state assessment Control and protection State variable analysis Appendix B: Numerical integration Frequency-dependent network equivalents
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