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首页> 外文期刊>Journal of Physics, D. Applied Physics: A Europhysics Journal >Modification of pinch instability theoryfor analysis of spray mode in GMAW
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Modification of pinch instability theoryfor analysis of spray mode in GMAW

机译:修正夹缩不稳定性理论以分析GMAW中的喷射模式

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摘要

While the pinch instability theory (PIT) has been widely used to analyse the spray mode in gas metal arc welding (GMAW), it assumes an infinite cylinder and no current leakage on the cylinder surface. The PIT is modified in this work to predict the spray mode more accurately by considering reduction of the molten tip radius, the finite cylinder geometry and current leakage. The effective cylinder radius is formulated as a function of current to consider the tapered cone shape of the molten tip, and the critical wavelength of the modified PIT is derived considering a finite cylinder with a hemispherical end and current leakage. The effective radius is found to have most significant effects on drop transfer followed by the finite cylinder geometry and current leakage, and the predicted results of the modified PIT are in reasonable agreement with the experimental data of the spray mode.
机译:尽管夹挤不稳定性理论(PIT)已被广泛用于分析气体保护金属电弧焊(GMAW)中的喷射模式,但它假设圆柱体是无限的,并且圆柱体表面没有电流泄漏。在这项工作中对PIT进行了修改,以考虑到熔化尖端半径的减小,有限的圆柱体几何形状和电流泄漏,从而更准确地预测喷射模式。有效圆柱体半径被公式化为电流的函数,以考虑熔融尖端的锥形圆锥形状,并且考虑到具有半球形端部和电流泄漏的有限圆柱体,得出改进的PIT的临界波长。发现有效半径对液滴转移具有最显着的影响,其次是有限的圆柱几何形状和电流泄漏,并且改进的PIT的预测结果与喷雾模式的实验数据合理地吻合。

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