Transient stabilized constraint tide optimization process based on differential equality constraint conversion order reduction
An equation-constrained and transient-stabilized technology, applied in AC network circuits, instruments, electrical components, etc., can solve problems such as insolvability, excessive calculation time, the scale of the correction equation system, and the increase in the number of faults, etc. Achieve the effect of improving algorithm efficiency and ensuring calculation accuracy
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[0030] Consider the transient stability constrained power flow optimization problem with multi-prediction faults in the form of (1):
[0031] obj. minf(x)
[0032] s.t. h(x)=0 (1)
[0033] g min ≤g(x)≤g max
[0034] In the formula, f(x) is the objective function of the optimization problem; h(x) is the equality constraint including the difference equation describing the transient process; g(x) is the inequality constraint including the transient stability criterion; g max and g min are the upper and lower bounds of the inequality constraints, respectively.
[0035] The control variables in this optimization problem include the output P of the adjustable active and reactive sources G , Q R And the transformation ratio T of the tap adjustable transformer, the state variables include the real part and imaginary part of the node voltage e, f, the constant potential E′ of the generator, the initial value of the power angle δ 0 , and the power angle and electrical angular ve...
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