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PRODUCTION MODEL USING AN ASYMMETRIC SIMPLE EXCLUSION PROCESS

机译:不对称简单排除过程的生产模型

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In manufacturing, improving throughput to secure management profit is important. We have been promoting a production flow system for improving productivity. Here we propose a lot-casting process, namely, the asymmetric simple exclusion process, to improve throughput. The main cause of production retention between processes is considered to be that different processes operate at different speeds, that is, the problem of working ability. Waiting-time constraints (idle time) occur between processes because of capacity differences. We use Burgers equation from statistical mechanics to analyze process retention. We propose that the nonlinear characteristics of Burgers equation correspond to an asynchronous state in the process. In contrast, the linear characteristics of Burgers equation correspond to the synchronous state of the process, that is, the state in which the throughput is maximized.
机译:在制造业中,提高产量以确保管理利润很重要。我们一直在促进生产流程系统以提高生产率。在这里,我们提出了一个批量投射过程,即不对称简单排除过程,以提高吞吐量。认为过程之间保持生产的主要原因是不同的过程以不同的速度运行,即工作能力问题。由于容量差异,进程之间会出现等待时间限制(空闲时间)。我们使用统计力学中的Burgers方程来分析过程保留。我们提出,Burgers方程的非线性特征与过程中的异步状态相对应。相反,Burgers方程的线性特征对应于过程的同步状态,即吞吐量最大化的状态。

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