首页> 外文会议>59th Electric Furnace Conference and 19th Process Technology Conference, Nov 11-14, 2001, Phoenix, Arizona >NUMERICAL MODELING OF ENHANCED NITROGEN DISSOLUTION DURING GAS TUNGSTEN ARC WELDING
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NUMERICAL MODELING OF ENHANCED NITROGEN DISSOLUTION DURING GAS TUNGSTEN ARC WELDING

机译:气体钨极氩弧焊过程中增强氮溶解的数值模拟

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A model to calculate the nitrogen concentration in the weld metal during the GTA welding of iron has been developed here. Nitrogen concentrations in the weld pool are based on the combination of calculations involving the plasma phase above the weld pool, the interface between the weld pool surface and the plasma phase, and the weldment interior. Monatoinic nitrogen partial pressures are calculated as a function of the electron temperatures in the plasma phase, and nitrogen concentrations on the weld pool surface are based on both the monatomic nitrogen partial pressure and the weld pool surface temperatures. Once absorbed at the weld pool surface, nitrogen is then transported to the weldment interior predominantly by convection. The presence of turbulence in the weld pool, which is taken into account by increasing the nitrogen diffusion coefficient, further enhances the transport of nitrogen. Nitrogen desorption, which occurs via bubble formation at the liquid metal surface, is characterized by a supersaturation of nitrogen in the weld metal and is also considered in this model, To test the validity of this model, several autogenous GTA welding experiments in pure iron have been performed at two travel speeds with a number of nitrogen additions to the argon shielding gas. Nitrogen concentrations have also been measured in each weld and compared with the modeling results. The general shape and size of the experimental and modeled weld pools are similar. Both the modeling and experimental results produce nitrogen concentrations between 2.7 and 4.7 times higher than Sieverts' Law calculations for a temperature of 2000 K and nitrogen partial pressures between 0.005 and 0.020 MPa. When the modeling and experimental results are compared, both results are equivalent in magnitude for a given set of welding parameters and follow similar trends with changes in the nitrogen addition to the shielding gas and the travel speed. The modeling calculations also display several features, which contribute to these results. Electron temperatures in the plasma phase adjacent to the weld pool in a range around 3000 K are found to produce levels of monatomic nitrogen sufficient to produce nitrogen concentrations in the weld pool equivalent to the experimental results. Levels of nitrogen supersaturation between 50 and 75% higher than the equilibrium nitrogen concentration are required to produce the nitrogen concentrations equivalent to the experimental results. The incorporation of turbulence in the calculations is also a key component in the final results.
机译:在此开发了一种模型,用于计算铁的GTA焊接过程中焊缝金属中的氮浓度。焊池中的氮浓度基于包括焊池上方等离子体相,焊池表面与等离子体相之间的界面以及焊件内部的计算的组合。单原子氮分压是根据等离子体相中电子温度的函数计算的,焊池表面的氮浓度基于单原子氮分压和焊池表面温度。一旦在焊缝池表面被吸收,氮气便主要通过对流传输到焊件内部。焊接池中湍流的存在(通过增加氮的扩散系数来考虑)进一步增强了氮的传输。通过在液态金属表面形成气泡而发生的氮脱附,其特征在于焊缝金属中的氮过饱和,并且在此模型中也考虑了此问题。为验证该模型的有效性,在纯铁中进行了几种自发GTA焊接实验在两个行进速度下,向氩气保护气体中添加了许多氮气。还测量了每个焊缝中的氮浓度,并将其与建模结果进行了比较。实验和建模焊池的总体形状和大小相似。对于2000 K的温度和0.005至0.020 MPa的氮气分压,建模和实验结果均产生的氮浓度比Sieverts法则计算高出2.7至4.7倍。当比较建模结果和实验结果时,对于给定的一组焊接参数,这两个结果的大小相等,并且随着保护气体中氮的添加和行进速度的变化而遵循相似的趋势。建模计算还显示了一些功能,这些功能有助于这些结果。发现与熔池相邻的等离子体相中的电子温度在约3000 K的范围内产生足以使熔池中产生与实验结果相等的氮浓度的单原子氮水平。为了产生与实验结果相当的氮浓度,需要氮的过饱和度比平衡氮浓度高50%到75%之间。在计算中纳入湍流也是最终结果的关键组成部分。

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