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An efficient holomorphic embedded based approach for available transfer capability evaluation

机译:基于高效的核心嵌入方法,可用于可用传输能力评估

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Available Transfer Capability (ATC) is the additional power that can be securely and reliably transacted over and above the already committed transactions in a power network. In the electricity market, where every player (power producer and consumer) tries to earn higher profit, quick and accurate assessment of ATC of the power network is a prime concern. Holomorphic Embedding (HE) is a novel and non-iterative way of solving the Power Flow (PF) equations, which guarantees to find the operational High Voltage (HV) solution, in case it exists. Analytic continuation extends the domain of convergence of non-analytic functions to have voltage solutions. This paper, thus, proposes an extremely efficient and accurate approach for evaluation of ATC using the Holomorphic Embedded PF (HEPF) considering the intact system condition and N - 1 contingency situations. This approach is successfully tested on IEEE 30 bus, IEEE 118 bus, and IEEE 300 bus systems for various bilateral and multilateral transactions. The results, thus, obtained prove the efficacy of the proposed approach in comparison with those obtained from the repeated Newton-Raphson PF (NRPF), Fast Decoupled PF (FDPF) and Continuation PF (CPF) based methods.
机译:可用传输能力(ATC)是在电网中已经犯下的已经犯下的交易中可以安全地和可靠地交易的额外功率。在电力市场中,每个球员(电力生产者和消费者)试图赚取更高的利润,对电力网络的ATC的快速准确评估是一种主要关注点。储象嵌入(HE)是求解电流(PF)方程的新颖和非迭代方式,这保证了在其存在的情况下找到操作的高压(HV)解决方案。分析延续扩展了非分析功能的收敛域来具有电压解决方案。因此,本文提出了考虑完整的系统条件和N-1应急情况的全象嵌入式PF(HEPF)来评估ATC的极其有效和准确的方法。这种方法在IEEE 30总线,IEEE 118总线和IEEE 300总线系统上成功测试,可用于各种双边和多边事务。因此,得到的结果证明了与从重复的牛顿-Raphson PF(NRPF),快速解耦PF(FDPF)和基于延续PF(CPF)的方法中获得的那些方法的功效。

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