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Computer presentation of equipments and devices by mathematical and software programmes methods

机译:通过数学和软件程序方法对设备和设备进行计算机演示

摘要

In this paper mathematical methods and optimization tools that make possibilities for appropriate, fast and sure presentation of some complex circuits in the mineral processing technologies will be shown. Lagrange multipliers include the analytical methods of optimization, the constraints that appear in the form of equations. Such methods of optimization, in principle, determine or define the possible location of optimum, only stationary points, while discontinuous and border points must specifically to explore. The nature of stationary points are then examined using the conditions satisfied, whenever possible. In any particular case must be made mutually comparing the values of all local optimumi to obtain the final optimum. Lagrange multipliers represent a simple procedure, which found great use in solving problems in the field of optimization.
机译:在本文中,将展示数学方法和优化工具,这些方法和优化工具将为矿物加工技术中某些复杂电路的适当,快速和确定的呈现提供可能性。拉格朗日乘数包括优化的分析方法,以方程形式出现的约束。原则上,这种优化方法确定或定义了最佳固定点的可能位置,而非连续点和边界点则必须专门研究。然后,在可能的情况下,使用满足的条件检查固定点的性质。在任何特定情况下,都必须相互比较所有局部最优值,以获得最终最优值。拉格朗日乘数表示一个简单的过程,在解决优化领域中的问题时发现了很大的用处。

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