建立了在传统的静态AT C模型中加入暂态稳定约束的有效方法，并在此基础上给出了动态atc问题的优化计算模型。
By establishing a novel method for integrating transient stability constraints into conventional steady-state ATC, the dynamic ATC problem is successfully formulated as an optimization problem.
在电力系统调度层面上，传统的优化调度问题分为静态和动态两种。
As for the power system dispatch, the traditional optimization problem is analyzed by using static or dynamic methods.
采用两步法预测控制，即将预测控制问题分解为一基于线性模型的的动态优化问题及一非线性模型的静态求根问题。
Two-step model predictive control is applied, which decomposes the MPC problem into a dynamic optimization problem upon linear model and a static rooting problem of nonlinear algebraic equation.
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