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A Comparative Analysis of TOPSIS VIKOR Methods in the Selection of Industrial Robots

机译:TOPSIS和VIKOR方法在工业机器人选择中的比较分析

摘要

Now-a-days robots are very essential in manufacturing industries for the optimization of their production. So selection of an industrial robot for a particular application is one of the most vital problems in real time manufacturing environment. The decision maker needs to choose the most suitable and applicable industrial robot in order to get the required output with minimum cost and having the specific abilities. This paper mainly focuses to compare the different multiple criteria decision making (MCDM) methods such as TOPSIS and VIKOR Method for selection of alternative industrial robots. Both the methods are based on an aggregating function that represents closeness to the ideal solution. VIKOR method is based on linear normalization whereas TOPSIS method used vector normalization to eliminate the units of criterion functions. A solution obtained by TOPSIS method has the shortest distance from the ideal one and farthest from the negative ideal solution. VIKOR method helps to determine a compromise solution that gives a maximum group utility for the majority and minimum for opponents.
机译:如今,机器人对于制造业优化生产至关重要。因此,为特定应用选择工业机器人是实时制造环境中最重要的问题之一。决策者需要选择最合适和最适用的工业机器人,以便以最低的成本获得具有特定功能的所需输出。本文主要着眼于比较不同的多准则决策(MCDM)方法(例如TOPSIS和VIKOR方法)来选择替代工业机器人。两种方法均基于表示接近理想解决方案的聚合函数。 VIKOR方法基于线性归一化,而TOPSIS方法则使用矢量归一化来消除标准函数的单位。通过TOPSIS方法获得的解决方案与理想解决方案之间的距离最短,而与理想解决方案之间的距离最远。 VIKOR方法有助于确定折衷解决方案,该解决方案为大多数人提供最大的团体效用,为对手提供最小的效用。

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    Patel Nirmal;

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  • 年度 2013
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