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首页> 外文期刊>Metallurgical and Materials Transactions, A. Physical Metallurgy and Materials Science >Grain Refinement Induced by Electromagnetic Stirring: A Dendrite Fragmentation Criterion
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Grain Refinement Induced by Electromagnetic Stirring: A Dendrite Fragmentation Criterion

机译:电磁搅拌引起的晶粒细化:枝晶碎裂准则

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The influence of electromagnetic stirring (EMS) on grain refinement has been studied for two copper-base alloys (Cu-1 wt pct Ni-1 wt pct Pb-0.2 wt pct P and Cu-4 wt pct Zn-4 wt pct Sn-4 wt pct Pb) solidified in a Bridgman furnace. Metallographic inspection of the specimens, temperature measurements during solidification, and numerical simulations performed with CALCOSOFT revealed that the efficiency of EMS is strongly dependent upon the penetration of the liquid in the mushy zone and therefore upon the position of the convection vortices with respect to the liquidus front. In particular, the low-concentration alloy could be grain refined only at high power and when the coil was moved close to the liquidus front. These results were analyzed on the basis of a dendrite fragmentation criterion similar to Flemings' criterion for local remelting of the mushy zone. Considering that the component of the fluid flow velocity along the thermal gradient, u_l,G =(u_e centre dot nabla T)/(|| nabla T ||), must be larger than the casting speed, V_c, dendrite fragmentation occurs if C_R approx = (1/V_c) (K/g_l centre dot mu) (B_0~2/mu_0 d_(ind)) > 1at some depth within the mushy zone where dendrite arms are sufficiently developed, typically 8 lambda_2, where lambda_2 is the final secondary dendrite arm spacing, K is the permeability of the mushy zone, g_l is the volume fraction of liquid, mu is the dynamic viscosity, B_0 is the magnetic field, mu_0 is the permeability of vacuum, and d_(ind) is the distance between the inductor and the liquidus front.
机译:研究了两种铜基合金(Cu-1 wt pct Ni-1 wt pct Pb-0.2 wt pct P和Cu-4 wt pct Zn-4 wt pct Sn-在Bridgman炉中固化了4 wt%的Pb)。样品的金相检查,凝固过程中的温度测量以及用CALCOSOFT进行的数值模拟表明,EMS的效率在很大程度上取决于液体在糊状区域中的渗透,因此取决于对流涡旋相对于液相线的位置面前。特别是,只有在高功率下以及当线圈靠近液相线前端移动时,才能对低浓度合金进行晶粒细化。这些结果是根据类似于弗莱明斯(Flemings)对糊状区域进行局部重熔的准则的枝晶碎片准则进行分析的。考虑到沿热梯度的流体流速分量u_l,G =(u_e中心点nabla T)/(|| nabla T ||)必须大于浇铸速度V_c,如果C_R,则发生枝晶碎裂大约=(1 / V_c)(K / g_l中心点mu)(B_0〜2 / mu_0 d_(ind))> 1在糊状臂充分发达的糊状区域内的某个深度处,通常为8 lambda_2,其中lambda_2是最终的二次枝晶臂间距,K是糊状区的渗透率,g_l是液体的体积分数,mu是动态粘度,B_0是磁场,mu_0是真空的渗透率,d_(ind)是两者之间的距离感应器和液相线前端。

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