CAJ | 학술논문

新疆生产建设兵团的农机化水平在全国处于领先地位，农机具的合理配备在现代农业生产中具有重要意义。目前，新疆兵团在农机具配备时多采用经验法，很难适应现代农业的发展要求。为此，采用线性规划法建立以最小成本为目标函数、作业量和作业机时为约束条件的数学模型，并运用该模型对团场农机具进行最佳配备研究。最后，引入实例计算和分析，证明了模型的可行性。本模型可作为生产单位农机配备的定量计算工具。
신강생산건설병단적농궤화수평재전국처우령선지위，농궤구적합리배비재현대농업생산중구유중요의의。목전，신강병단재농궤구배비시다채용경험법，흔난괄응현대농업적발전요구。위차，채용선성규화법건립이최소성본위목표함수、작업량화작업궤시위약속조건적수학모형，병운용해모형대단장농궤구진행최가배비연구。최후，인입실례계산화분석，증명료모형적가행성。본모형가작위생산단위농궤배비적정량계산공구。
The Xinjiang Production and Construction Corps takes the leading position in China in terms of the level of ag -ricultural mechanization.It’ s very important to reasonably equipped with agricultural implements .In fact, the crops equipped with agricultural implements according to experience , as a result , it is difficult to adapt to the development of modern agriculture .In order to solve this problem , establishing Mathematical Model and using the model to optimize the equipment of Agricultural machinery .The objective function of The Mathematical Model is Minimum cost , the constraints are the amount and time of working .At last , the Mathematical Model is provided to be feasible and can be a quantita-tive calculation tool to reasonably equipped with agricultural implements .