摘要
根据陶瓷配方优化设计的需要,对以相对误差平方和为目标函数的非线性规划模型,建立极值点满足的条件,运用Mathmetica软件进行了实例求解,说明能获得精度较高的最优解。
In this paper, a nonlinear programming model is established for optimal design of the ceramic formula, whose objective function is a quadratic sum of relative errors, and conditions of the extreme point are given. It is indicated by dealing with an example with mathe- matical software that precision of the result is greater.
出处
《景德镇高专学报》
2013年第6期44-45,共2页
Jingdezhen Comprehensive College Journal
基金
景德镇科技局资助项目
课题编号:景科发[2012]37号
关键词
陶瓷配方
数学规划
计算方法
ceramic formula
mathematical programming
method of calculation
