Neutrosophic Triangular Fuzzy Number Under Einstein Aggregation Operator with Application for Effective Tap Selection

A. B, T. P
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Abstract

The proposed method is to combine triangular fuzzy number (TFN) with a Neutrosophic set and define Einstein Aggregation operations to aggregate triangular Neutrosophic fuzzy number and their application to Manufacturing engineering sector. The selection of suitable and economic taps plays an important role in the Manufacturing Engineering sectors. A tap is a thread-cutting tool that is cylindrical or conical in shape and has threads of the required shape on the periphery. The tap cuts or forms the internal thread by combining rotary and axial motion. Also, it is used to make thread for nuts. Leading nut manufacturing industries are struggling to select suitable taps to manufacture their nuts. To address such a problem, this proposed aggregation technique, named the “Neutrosophic Triangular Fuzzy Number Einstein Aggregation Operator,” would select the best taps for manufacturing a mass quantity of nuts with adequate cycle time and tool life.
爱因斯坦聚集算子下的中性三角模糊数及其有效抽头选择的应用
该方法将三角模糊数(TFN)与中性模糊集相结合,定义爱因斯坦聚合运算,对三角中性模糊数进行聚合,并将其应用于制造工程领域。选择合适和经济的水龙头在制造工程部门起着重要的作用。丝锥是一种螺纹切削工具,其形状为圆柱形或圆锥形,其外围有所需形状的螺纹。丝锥通过旋转和轴向运动相结合来切割或形成内螺纹。此外,它也被用来制作螺母的螺纹。主要的坚果制造行业正在努力选择合适的水龙头来制造他们的坚果。为了解决这样的问题,这个被提议的聚合技术,被命名为“中性三角模糊数爱因斯坦聚合算子”,将选择最好的丝锥来制造大量的螺母,并具有足够的周期时间和工具寿命。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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