摘要
本文将矿井通风调节问题建立成一非线性规划的数学模型,并应用优化技术中的Kuhn-Tuck最优性条件对其进行定性分析,指出在同一分支内只能进行辅扇、增阻、除阻三种调节措施中的一种,给出了该数学模型的定解条件,最后以一实例验证了该方法的优越性.
In this paper, the mine ventilation control problem is constructed to a mathematical model of nonlinear programming,then, the Kuhn-Tucker optimal condition of optimum technique is applied to analyze the model qualitatively which. points out that only one of the three control way-booster fan,resistance-up,resistance-down-can be used in a same branch.Meanwhile,this paper gives the solution condition of the model an example to show the superiority of the model.
出处
《黄金》
CAS
北大核心
1990年第5期12-17,共6页
Gold
关键词
通风调节
矿井
最优性条件
ventilation control
the Kuhn-Tucker optimal condition
booster control
resistance-ttp control
resistance-down control.
