多需求点、单货种军械调运模型算法研究

Study on the Mathematics Model and Arithmetic of Single Kind Ordnance's Urgency Transportation for Multi-Requirement Points

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的完成。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,建立了多需求点、单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＇s transportation is a very important matter in ordnance guarantee, which affects ordnance guarantee＇ accomplishment in shortcut and efficiency. Thinking of the complexity, rapidness and fatalness, we advance a model of single kind ordnance s urgency transportation for multi-requirement points. By standard mathematics logic consequence, we get the model＇s arithmetic. In the last, a practical example is put forward to test our model and arithmetic.