电磁发射系统中超导线圈参数的利用与优化

H. Polat, D. Ceylan, O. Keysan
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摘要

利用外部磁场线圈在电磁发射器的轨道之间提供了一个额外的电磁场,这增加了在加速方向上作用在电枢上的洛伦兹力。然而,由于传统铜绕组的最大载流能力较低,因此产生的额外磁场非常有限。因此,使用承载能力高达100 a /mm2的高温超导体(HTS)作为外部线圈可以用来增加轨道之间的磁场密度。本文对矩形带YBCO超导线的两个外线圈的优化设计进行了研究。提出了高温超导线圈,以提高效率的3米长发射与25毫米× 20毫米的矩形膛口径。优化参数选择为直流线圈电流大小、线圈位置、线圈匝数和线圈层数。同时,优化的目标函数是作用在电枢上的电磁力,它取决于电枢上的轨道电流和B场。在发射装置和外部线圈的运行过程中,由于线圈上的垂直和切向磁场、线圈的温度和电流密度,防止高温超导线圈淬火是至关重要的。为了估计淬火量和计算目标函数,采用了二维有限元分析方法。采用实编码遗传算法(RCGA)作为优化方法。优化研究结果表明,小口径轨道炮增圈是可行的。高温超导线圈的位置受低温室和钢轨密封尺寸的限制。最大线圈电流由轨道和线圈产生的B场抵消后的自场决定。当钢轨电流为500 kA时,作用在电枢上的力从55 kN增加到70 kN,增幅为26%,初速从1650 m/s增加到1900 m/s,增幅为12%,枪口能量从160 kJ增加到210 kJ,增幅为25%。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Utilization and Optimization of Superconducting Coil Parameters in Electromagnetic Launcher Systems
The utilization of external field windings in electromagnetic launchers provides an additional electromagnetic field between the rails of an electromagnetic launcher which increases the Lorentz force acting on the armature in the acceleration direction. However, additional magnetic field created by the conventional copper windings are very limited due to their low maximum current carrying capability. Therefore, using high temperature superconductors (HTS) with a current carrying capability up to 100 A/mm2 for the external coils can be used to increase the magnetic field density between rails. This paper presents an optimization study for the design of two external coils with rectangular tape YBCO superconducting wire. The HTS coils are proposed to increase the efficiency of a 3 meter long launcher with 25 mm x 20 mm rectangular bore caliber. The optimization parameters are selected as the magnitude of the DC coil current, the coil position, the number of turns of the coil, and the number of coil layers. Also, the objective function of the optimization is the electromagnetic force acting on the armature, which is dependent of the rail current and B field on the armature. During the operation of the launcher and the external coils, it is critical to prevent quenching of the HTS coils due to the perpendicular and tangential magnetic field on the coils, temperature and current density of the coils. In order to estimate the quench and calculate the objective function, finite element analysis (FEA) is used in 2D. Real coded genetic algorithm (RCGA) is also used as optimization method. The results of the optimization study shows that HTS coil augmentation is feasible for small caliber railguns. The HTS coil position is limited by cryogenic chamber and rail containment dimensions. The maximum coil current is determined by the self field due to cancellation B field generated by the rails and the coils. For 500 kA rail current the force acting on the armature increases from 55 kN to 70 kN with and increase rate of 26%, a muzzle velocity increase from 1650 m/s to 1900 m/s with an increase rate of 12% and a muzzle energy increase from 160 kJ to 210 kJ with and increase rate of 25% when external HTS coil augmentation is used.
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