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The modelling of an SF6 arc in a supersonic nozzle: II. Current zero behaviour of the nozzle arc

机译:超音速喷嘴中SF6弧的建模:II。喷嘴电弧的当前零行为

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The present work (part II) forms the second part of an investigation into the behaviour of SF6 nozzle arc. It is concerned with the aerodynamic and electrical behaviour of a transient nozzle arc under a current ramp specified by a rate of current decay (di/dt) before current zero and a voltage ramp (dV/dt) after current zero. The five flow models used in part I [1] for cold gas flow and DC nozzle arcs have been applied to study the transient arc at three stagnation pressures (P-0) and two values of di/dt for the current ramp, representing a wide range of arcing conditions. An analysis of the physical mechanisms encompassed in each flow model is given with an emphasis on the adequacy of a particular model in describing the rapidly varying arc around current zero. The critical rate of rise of recovery voltage (RRRV) is found computationally and compared with test results of Benenson et al [2]. For transient nozzle arcs, the RRRV is proportional to the square of P-0, rather than to the square root of P-0 for DC nozzle arcs. The physical mechanisms responsible for the strong dependence of RRRV on P-0 have been investigated. The relative merits of the flow models employed are discussed.
机译:本工作(第二部分)构成了对SF6喷嘴电弧行为的研究的第二部分。它涉及在由电流零之前的电流衰减率(di / dt)和电流零之后的电压斜率(dV / dt)规定的电流斜率下瞬态喷嘴电弧的空气动力学和电气性能。第一部分[1]中使用的五个冷气流量模型和直流喷嘴电弧模型已用于研究在三个停滞压力(P-0)和电流斜坡的两个di / dt值下的瞬变电弧,分别表示广泛的电弧放电条件。对每个流模型中包含的物理机制进行了分析,重点在于特定模型在描述围绕电流零的迅速变化的电弧时是否足够。通过计算发现了恢复电压的临界上升速率(RRRV),并将其与Benenson等人的测试结果进行了比较[2]。对于瞬态喷嘴电弧,RRVR与P-0的平方成正比,而与DC喷嘴电弧的P-0的平方根成正比。研究了RRRR对P-0的强烈依赖性的物理机制。讨论了使用的流动模型的相对优点。

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