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Continuum model for predicting microporosity in steel castings

机译:连续模型预测铸件中的微孔

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Using a finite element model for simulating dendritic solidification of multicomponent-alloy castings, the pressure and redistribution of gas-forming elements during solidification and cooling in AISI 8620 steel casting alloy were calculated. The model solves the conservation equations of mass, momentum, energy, each alloy component and gas-forming elements (i.e. hydrogen and nitrogen). By solving for the concentrations of hydrogen, and nitrogen in the intergranular liquid and comparing the sum of their Sievert's pressures with the local pressure within the mushy zone of the alloy, the model predicts regions of possible formation of porosity. The thermal boundary conditions on test-bar castings were deduced from a thermal calculation performed with a commercial code, ProCAST(TM). With these realistic thermal boundary conditions, our porosity-simulations were carried out for many cases with combinations of different initial contents of the gas-forming elements: hydrogen in the range of 3-7 ppm and nitrogen in the range of 0-100 ppm. The calculated results are summarized in a plot that separates castings expected to have porosity from those with no porosity. The effect of adding titanium to form TiN inclusions and inhibit the development of porosity during solidification was also investigated. [References: 51]
机译:使用有限元模型模拟多组分合金铸件的树枝状凝固,计算出AISI 8620铸钢在凝固和冷却过程中气体形成元素的压力和再分布。该模型解决了质量,动量,能量,每种合金成分和气体形成元素(即氢和氮)的守恒方程。通过求解晶间液体中氢和氮的浓度,并将它们的Sievert压力之和与合金糊状区域内的局部压力相比较,该模型可以预测可能形成孔隙的区域。由商业代码ProCAST TM进行的热计算推导了测试棒铸件上的热边界条件。有了这些现实的热边界条件,我们在许多情况下进行了孔隙率模拟,结合了气体形成元素的不同初始含量:氢气在3-7 ppm范围内,氮气在0-100 ppm范围内。计算结果汇总在一个图表中,该图表将预期具有孔隙率的铸件与没有孔隙率的铸件分开。还研究了添加钛形成TiN夹杂物并抑制凝固过程中孔隙形成的作用。 [参考:51]

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