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FEM Modeling of AC Loss in Rutherford Cables with and without Resistive Cores

机译:卢瑟福电缆的AC损失有限元模拟,无电阻核心

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AC losses in Rutherford cables have been calculated using a 3-D finite element method. The approach, while employing FEM, was based on an anisotropic continuum model of the material, rather than a network approach. The model was constructed by segregating the cable cross section into various blocks with anisotropic conductivities. The anisotropic continuum approach dictated modeling a discrete, heterogeneous system as a continuous but anisotropic system. Additionally, we simplified the system by dividing the cable into four or five regions, each with a distinct and uniform conductivity tensor within the given region. The applied field was sinusoidal, and the solution was time-harmonic. A direct solver was used, with approximately 50,000 nodes. Cables with and without inner, resistive cores were investigated, and losses as a function of core width and thickness were calculated. The proper cable pitch, L_p, and aspect ratio dependence of these solutions was demonstrated. Further, calculations were made determining the influence of (i) average transverse conductivity, (ii) inner core conductivity, (iii) core width, and (iv) the presence of additional exterior cable stabilizer. Uncored and cored cable results were compared, and in some cases these results were compared to previous experimental results.
机译:Rutherford电缆中的AC损耗已经使用3-D有限元方法计算。采用FEM的方法是基于材料的各向异性连续模型,而不是网络方法。通过将电缆横截面分离成具有各向异性导电性的各种块来构造该模型。各向异性连续体方法采用分立,异质系统的模拟,作为连续但各向异性系统。另外,我们通过将电缆分成四个或五个区域来简化系统,每个区域具有在给定区域内的不同和均匀的导电性张量。所施加的场是正弦的,溶液是时谐。使用直接求解器,具有大约50,000个节点。研究了具有和没有内部电阻核心的电缆,并计算了作为芯宽和厚度的函数的损耗。证明了这些解决方案的适当电缆间距,L_P和纵横比依赖性。此外,进行了计算(i)平均横向电导率,(ii)内核导电性,(iii)核心宽度和(iv)附加外部电缆稳定剂的存在的影响。比较未采用和核心电缆的结果,在某些情况下,将这些结果与先前的实验结果进行比较。

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