本文讨论对虾配合饵料科学配方优化模型方法的建立及具体运用。 l 配方设计的数学模型 饵料配方设计的数学模型主要根据线性规划原理和方法建立,它研究的对象实际上是一个最优化问题,就是求某一目标函数在一定约束条件下的最小值(或最大...本文讨论对虾配合饵料科学配方优化模型方法的建立及具体运用。 l 配方设计的数学模型 饵料配方设计的数学模型主要根据线性规划原理和方法建立,它研究的对象实际上是一个最优化问题,就是求某一目标函数在一定约束条件下的最小值(或最大值)。其数学特征是目标函数和约束条件均为线性函数,即约束条件和目标函数都可以用线性不等式组来表示。因此。展开更多
Based on the general formula of acid-base titration in analytical chemistry, an optimization model for evaluation of dissociation constants and concentrations of acids in mixed-acids is proposed in this paper. The mat...Based on the general formula of acid-base titration in analytical chemistry, an optimization model for evaluation of dissociation constants and concentrations of acids in mixed-acids is proposed in this paper. The mathematical properties of the optimization model are discussed, and then an algorithm for solving the problem is given, the convergence and the reliability of the algorithm are proved both by theoretical analysis and experimental examples.展开更多
文摘本文讨论对虾配合饵料科学配方优化模型方法的建立及具体运用。 l 配方设计的数学模型 饵料配方设计的数学模型主要根据线性规划原理和方法建立,它研究的对象实际上是一个最优化问题,就是求某一目标函数在一定约束条件下的最小值(或最大值)。其数学特征是目标函数和约束条件均为线性函数,即约束条件和目标函数都可以用线性不等式组来表示。因此。
文摘Based on the general formula of acid-base titration in analytical chemistry, an optimization model for evaluation of dissociation constants and concentrations of acids in mixed-acids is proposed in this paper. The mathematical properties of the optimization model are discussed, and then an algorithm for solving the problem is given, the convergence and the reliability of the algorithm are proved both by theoretical analysis and experimental examples.
