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Application of bifurcations theory to assess nonlinear oscillations produced by AC electric arc furnaces

机译:分叉理论在评估交流电弧炉产生的非线性振荡中的应用

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This contribution deals with the stability analysis of the alternating current arc furnace dynamic operation connected to a supply system using bifurcations theory. The analysis is carried-out in the time domain through the computation of the system eigenvalues and a careful study of the bifurcation diagrams and stability at the equilibrium points. The effect of the bifurcation parameter variation on the arc furnace dynamic behavior is analyzed. The method allows an appropriate assessment of nonlinear oscillations produced by of alternating current Electric Arc Furnace.
机译:该贡献使用分叉理论处理了连接到供电系统的交流电弧炉动态运行的稳定性分析。通过计算系统特征值并仔细研究分叉图和平衡点处的稳定性,可以在时域内进行分析。分析了分叉参数变化对电弧炉动态行为的影响。该方法允许对由交流电弧炉产生的非线性振荡进行适当的评估。

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