单纯形法在准理想级联优化中的应用

Application of Simplex Method to Optimization of Quasi-ideal Cascade

  • 摘要: 已知目标组分的精料和贫料丰度,确定准理想级联的结构,即确定级联流量分布、级联总级数以及供料级位置,是约束条件下的多变量优化问题。通过罚函数法把约束条件下的多变量优化问题转化为无约束优化问题,并用单纯形法对后者进行了求解。利用该优化方法对浓缩回收铀的级联进行了计算。

     

    Abstract: It is a constraint multi-parameter optimization problem to determine cascade configuration parameters such as the distribution of the stage entering flows, the total number of stages and the position of feed flow on the condition that the concentrations of a target component in the product and waste flows are given. Using penalty function method, the constraint optimization problem was transformed into an unconstraint one, which was solved by the simplex method. The optimization method was applied to calculate the cascade in which the recycled uranium is enriched. The results show that the optimization method is convergent.

     

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