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Multi-objective optimization of natural convection in a cylindrical annulus mold under magnetic field using particle swarm algorithm

机译:粒子群算法在磁场作用下圆柱环形模具自然对流的多目标优化

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In the continuous casting process, natural convection occurs in mold containing a liquid metal. Natural convection in the melt causes the impurities to move and this phenomenon can lead to poor product. Therefore, by reducing natural convection, the quality of the product is improved. In this paper, 3D numerical simulation and multi-objective optimization of natural convection in a cylindrical annulus mold filled with molten potassium under a magnetic field is carried out. The inner and outer cylinders are maintained at uniform temperatures and other walls are thermally insulated. Two objective functions including the natural convection heat transfer rate (average Nusselt number) and magnetic field strength have been considered simultaneously. The multi-objective particle swarm optimization algorithm (MOPSO) has been employed. Four decision variables are the Hartmann number, inclination angle, and magnetic field angles. For the optimization process, the calculations of three-dimensional Navier-Stokes, energy, and electrical potential equations are combined with MOPSO. Using the numerically evaluated objective functions, the optimum frontier is estimated by a second order polynomial based on objective functions.
机译:在连续铸造过程中,自然对流发生在含有液态金属的结晶器中。熔体中的自然对流会导致杂质移动,这种现象会导致不良产品。因此,通过减少自然对流,可以提高产品质量。本文在磁场作用下,对充有熔融钾的圆柱环形模具进行自然对流的3D数值模拟和多目标优化。内圆柱和外圆柱保持在均匀的温度下,其他壁层则隔热。同时考虑了两个目标函数,包括自然对流传热速率(平均努塞尔数)和磁场强度。采用了多目标粒子群优化算法(MOPSO)。四个决策变量是哈特曼数,倾斜角和磁场角。对于优化过程,将三维Navier-Stokes,能量和电势方程的计算与MOPSO相结合。使用数值评估的目标函数,可以基于目标函数通过二阶多项式来估计最佳边界。

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