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Sensitivity of Transient Stability Critical Clearing Time

机译:暂态稳定临界清除时间的灵敏度

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Once the critical clearing time of a fault leading to transient instability has been computed, it is desirable to quantify its dependence on system parameters. We derive, for a general power system model a new and exact formula for the first-order sensitivity of the critical clearing time with respect to any system parameter. The formula is evaluated by integrating variational equations forward in time along the base case fault-on trajectory and integrating adjoint variational equations backward in time along the postfault trajectory. The computation avoids recomputing the critical clearing time for each parameter change and gives insight into how parameters influence power system transient stability. The computation of the sensitivity of the critical clearing time with respect to load impedances and generator inertias is illustrated on a 39-bus system.
机译:一旦计算出导致瞬态不稳定的故障的临界清除时间,就需要量化其对系统参数的依赖性。对于一般的电力系统模型,我们推导了针对任何系统参数的关键清除时间的一阶灵敏度的新的精确公式。该公式是通过沿基本情况断层轨迹在时间上向前整合变分方程并在故障后轨迹在时间上向后整合伴随变分方程来评估的。该计算避免了为每个参数更改重新计算关键的清除时间,并深入了解了参数如何影响电力系统的暂态稳定性。在39总线系统上说明了临界清除时间相对于负载阻抗和发电机惯性的灵敏度的计算。

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