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Arc Flash Calculations Using a Physics-Based Circuit Model

机译:使用基于物理的电路模型进行弧闪计算

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Arc flash calculations in IEEE 1584 “IEEE Guide for Performing Arc Flash Calculations” calculate the arcing current and the incident energy using logarithmic curve fit equations. These equations are the result of a regression analysis of multiple arc flash tests and describe the arcing current and incident energy over the full range of bolted fault currents. These equations are a multiple-variable fit to the test data rather than a physics-based model. Several papers have been presented with many circuit models to represent the arc in the electrical circuit. This paper will present a circuit model of the arc and subsequently derive the arcing current and incident energy as a function of the circuit arc voltage and arc resistance. The model presented also fits the nonlinear behavior of the arcing current over the entire range of bolted fault currents. The arc voltage model is then related to a single parameter: the length of the arc gap. Having an accurate arcing model has a second advantage. It allows the electrical energy during an event to be calculated specifically for the energy of the arc. This solution then allows calculation of the energy based on the event let-through characteristics. The implication of this result is very powerful. This model implies that the IEEE arcing currents are, in fact, based on a physical circuit model similar to the model presented here. The arcing voltage and arcing resistance are then shown to be independent of the current.
机译:IEEE 1584“ IEEE执行电弧闪光计算指南”中的电弧闪光计算使用对数曲线拟合方程式来计算电弧电流和入射能量。这些方程式是对多个电弧闪光测试进行回归分析的结果,描述了整个螺栓故障电流范围内的电弧电流和入射能量。这些方程式是对测试数据的多变量拟合,而不是基于物理的模型。已经提出了具有多种电路模型的几篇论文来表示电路中的电弧。本文将介绍电弧的电路模型,并随后根据电路电弧电压和电弧电阻得出电弧电流和入射能量。提出的模型还适合在整个螺栓故障电流范围内的电弧电流的非线性行为。然后,电弧电压模型与单个参数相关:电弧间隙的长度。拥有精确的电弧放电模型还有第二个优势。它允许专门针对电弧能量计算事件期间的电能。然后,该解决方案允许基于事件通过特性计算能量。此结果的含义非常强大。该模型意味着IEEE电弧电流实际上基于与此处介绍的模型相似的物理电路模型。然后显示出电弧电压和电弧电阻与电流无关。

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