摘要
军械调运是军械保障工作中一个十分重要的环节,关系到军械保障工作能否快捷有效地完成.考虑到战时状况下军械调运的复杂性、快速性、危险性等特点,文中建立了2种有运力限制条件下的多需求点、多货种军械紧急调运的优化模型,通过严格的数学逻辑推导,对2种模型给出了解析算法,并通过具体的算例表明了模型的正确性及算法的有效性.
Ordnance transportation is a very important point in ordnance guarantee, which refers to implementing the ordnance guarantee rapidly and efficiently. In view of the complexity, rapidness and fatalness, the paper presents two optimization models of multi goods ordnance urgency transportation for multi-requirement points with transport-power limitation. By the strict mathematics logic deduction, the two models＇arithmetic is obtained. And also, a practical example is put forward to test the models and arithmetic.
出处
《海军工程大学学报》
CAS
北大核心
2006年第3期1-6,17,共7页
Journal of Naval University of Engineering
基金
国家自然科学基金资助项目(70271027)
关键词
军械紧急调运
运力限制
多需求点
多货种
多目标决策
ordnance urgency transportation
transport-power limitation
multi-requirement points
multi kinds
multi targets decision
