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首页> 外文期刊>Journal of Physics, D. Applied Physics: A Europhysics Journal >Calculation of pressure and temperature in medium-voltage electrical installations due to fault arcs
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Calculation of pressure and temperature in medium-voltage electrical installations due to fault arcs

机译:故障电弧在中压电气装置中的压力和温度计算

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In order to determine the pressure rise due to arc faults in electrical installations, the portion of energy heating the surrounding gas of fault arcs has to be known. The ratio of the portion of energy to the electric energy, the thermal transfer coefficient, is adopted as the k(p) factor. This paper presents a theoretical approach for the determination of the thermal transfer coefficient and the pressure rise in electrical installations. It is based on the fundamental hydro- and thermodynamic conservation equations and the equation of gas state taking into account melting and evaporation of metals as well as chemical reactions with the surrounding gas. In order to consider the dependence of the arc energy on the gas density, the radiative effect of fault arcs on the energy balance is introduced into the arc model by using the net emission coefficient as a function of gas density, arc temperature and arc radius. The results for a test container show that factors such as the kinds of insulating gases and of electrode materials, the size of test vessels and the gas density considerably influence the thermal transfer coefficient and thus the pressure rise. Furthermore, it is demonstrated, for an example of the arc fault in a compact medium-voltage station with pressure relief openings and a pressure relief channel, that the arc energy and the arc temperature can be simulated based on the changing gas density.
机译:为了确定由于电气设备中的电弧故障引起的压力升高,必须知道加热故障电弧周围气体的能量部分。能量部分与电能之比即热传递系数被用作k(p)因子。本文提出了一种确定电气设备中传热系数和压力升高的理论方法。它基于基本的流体动力学和热力学守恒方程以及考虑了金属的熔化和蒸发以及与周围气体的化学反应的气态方程。为了考虑电弧能量对气体密度的依赖性,通过使用净发射系数作为气体密度,电弧温度和电弧半径的函数,将故障电弧对能量平衡的辐射效应引入电弧模型。测试容器的结果表明,诸如绝缘气体和电极材料的种类,测试容器的尺寸以及气体密度等因素会极大地影响热传递系数,从而影响压力升高。此外,以具有泄压口和泄压通道的紧凑型中压站中的电弧故障为例,证明了可以根据变化的气体密度来模拟电弧能量和电弧温度。

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