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Computer simulation for stability analysis using a one-dimensionalmodel

机译:使用一维模型进行稳定性分析的计算机仿真

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A simulation program of normal-state propagation was built using a one-dimensional model. The results of the simulations were compared with those of the short-sample tests of the helical coil conductor for the LHD at the National Institute for Fusion Science. This paper deals with the magnetic field profile effect of the recovery currents and the initial temperature profiles of the minimum propagation current. The first purpose of the study is to determine the appropriate length of the short-sample experiment when estimating the properties of conductors in a uniform magnetic field. The second purpose is to examine the behavior of a superconductor when it is heated at several points at the same time instead of at only one point. The results of the simulation shows: (1) when the length of the typical short-sample experiment, which has a helical coil conductor 0.25 m long, is increased by at least four times, the same recovery currents are obtained in a uniform field; and (2) when the total input energy is less than 0.1 J, the minimum propagation current increases as the number of peaks in the initial temperature profile increases. The minimum propagation currents does not depend on the number of peaks when the total input energy is greater than 0.1 J
机译:使用一维模型构建了正常状态传播的仿真程序。将模拟结果与美国国立融合科学研究所对LHD螺旋线圈导体的短样本测试进行了比较。本文讨论了恢复电流的磁场分布效应和最小传播电流的初始温度分布。这项研究的第一个目的是在估计均匀磁场中导体的特性时确定短样本实验的适当长度。第二个目的是检查超导体同时在多个点而不是仅在一个点被加热时的行为。仿真结果表明:(1)将具有0.25 m长的螺旋线圈导体的典型短样本实验的长度增加至少四倍时,在均匀的场中获得相同的恢复电流; (2)当总输入能量小于0.1 J时,最小传播电流随着初始温度曲线中峰值的增加而增加。当总输入能量大于0.1 J时,最小传播电流不取决于峰值数量

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