摘要
通过对输油管的布置进行深入研究,根据两炼油厂到铁路线距离和两炼油厂间距离的各种不同情形,考虑共用管线费和非共用管线费相同(或不同),以及A、B两炼油厂的生产能力不相同时,选用相适合的油管,利用几何知识和函数极值解的知识,建立以总铺设费用为目标函数的优化模型。
This paper focuses on the in-depth study of the pipeline layout. According to two refineries torailway line distance and the distance between two refineries different situation, considering the common sharepipeline fees and the same (or different pipeline fee) , and A, B two refineries production capacity in the selection, meanwhile, is suitable for tubing, use geometrical knowledge and the function extreme solutions, based on the knowledge as objective function total laid expenses of optimization model.
基金
贵州省教育厅资助项目"高阶线性复微分方程解的不动点的研究"成果之一
项目编号:2007079
贵州省科技基金资助项目"复微分方程解的复振荡研究"成果之一
项目编号:2010GZ43286
毕节地区科学技术基金项目[2011]02号
关键词
输油管
优化设计
权值
非线性无约束
Pipes
Optimization Design
Weights
Nonlinear Unconstrained