Tie line power safety domain characterization method considering new energy uncertainty
A tie-line power and uncertainty technology, which is applied in the field of tie-line power safety domain characterization of new energy uncertainty, can solve the problems of inability to consider new energy uncertainty, inability to characterize transmission capacity, power transmission capacity, etc.
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Embodiment 1
[0114] see figure 1 , a method for characterization of tie line power safety domains considering new energy uncertainties based on probability density functions, mainly includes the following steps:
[0115] 1) To establish constraints on tie-line power security considering the uncertainty of new energy sources, the main steps are as follows:
[0116] 1.1) Establish regional network power balance constraints, namely:
[0117] e G P G +e B P B +e R P R = e D P D (1)
[0118] In the formula, P G ,P B ,P R ,P D Represent power generation, tie-line power, renewable power and power demand, respectively. e G 、e B 、e R 、e D Respectively represent and P G ,P B ,P R ,P D The associated row vector.
[0119] 1.2) Establish the regional network generator capacity constraints, namely:
[0120] Power generation P G should not exceed the minimum output P G and maximum output which is
[0121]
[0122] In the formula, () represent the upper and lower limit...
Embodiment 2
[0193] The characterization method of tie-line power safety domain considering the uncertainty of new energy based on interval numbers mainly includes the following steps:
[0194] 1) Establish regional network constraints, namely:
[0195]
[0196]
[0197]
[0198]
[0199] In the formula, the new energy output is located in the interval middle. Lower limit of new energy output New energy output cap
[0200] 2) Build a joint linear programming model under all extreme renewable energy scenarios, namely:
[0201]
[0202]
[0203]
[0204]
[0205] s∈K(41)
[0206] In the formula, and are the renewable energy and power generation in the extreme case s. K is the set of all extreme cases. In extreme cases, it means the output of the i-th new energy station or
[0207] 3) Simplify formula (37) to formula (41) to obtain the joint linear simplified programming model under all extreme renewable energy scenarios, namely:
[0208]
[02...
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