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CONVERGENCE IMPROVEMENT OF GAUSS-SEIDEL POWER FLOW SOLUTION USING LOAD TRANSFER TECHNIQUE

机译:负荷转移技术对高斯-赛德潮流解决方案的收敛性改进

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To date, electric power systems have become more complex. Installation of power compensation equipment in some cases places additional buses into the system. Therefore, a total number of power flow equations and voltage unknowns increase due to additional locations of installed devices. In this circumstance, power flow calculation is more complicated. It may result in a computational convergence problem. This paper presents a power flow calculation by using Gauss-Seidel iterative method together with the proposed load transfer technique. This concept is to eliminate additional buses by transferring installed loads at the new buses to existing two adjacent buses. Thus, the total number of power flow equations is not changed. The overall computational speed is expectedly shorter than that of solving the problem without applying the load transfer technique. A 15-bus test system is employed for test to evaluate the effectiveness of the proposed load transfer technique. As a result, the total number of iteration required and execution time is significantly reduced. Furthermore, with the proposed technique, the power flow calculation is solvable due to some serious ill-conditions.
机译:迄今为止,电力系统已经变得更加复杂。在某些情况下,安装功率补偿设备会在系统中添加其他总线。因此,由于已安装设备的其他位置,潮流方程和电压未知数的总数增加了。在这种情况下,潮流计算更加复杂。这可能会导致计算收敛问题。本文提出了一种利用高斯-赛德尔迭代法和提出的负荷转移技术进行潮流计算的方法。这个概念是通过将新总线上的已安装负载转移到现有的两个相邻总线上来消除额外的总线。因此,潮流方程的总数不变。预期总的计算速度比不应用负载转移技术解决问题的速度要短。 15总线测试系统用于测试,以评估所提出的负载转移技术的有效性。结果,显着减少了所需的迭代总数和执行时间。此外,利用所提出的技术,由于一些严重的疾病,可以解决潮流计算。

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