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The importance of fabric geometric and concept of maximum weavability in the design of closely woven fabrics

机译：织物几何形状和最大可编织性概念在紧密编织织物设计中的重要性

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摘要

The design of high tech fabrics for industrial, engineering and critical applications like coated fabrics, leather industry, etc requires high precision in terms of maximum weavability to meet out the desired properties in the end product. Peirce's basic fabric geometry and Weiner's table provides solution for maximum weavable fabrics and assists the fabric engineer to use it as a ready reference/reckoner. This would also assist in those situations, where in a quick change-over is required from one fibre to other or in cases, where new fibre/blends are to be used. The original assumption that warp and weft bulk density are same as per Peirce's assumption is not true in majority of fabric construction. The need for extending the work to cover for varied yarn bulk densities of both warp and weft are also thought by various research workers.
机译：用于工业，工程和关键应用（例如涂层织物，皮革工业等）的高科技织物的设计要求在最大可编织性方面具有很高的精度，以满足最终产品的所需性能。 Peirce的基本织物几何形状和Weiner的表格提供了最大可编织织物的解决方案，并协助织物工程师将其用作现成的参考/推销员。在需要从一种光纤快速转换到另一根光纤的情况下，或者在使用新的光纤/混纺的情况下，这也将提供帮助。经纱和纬纱堆积密度与Peirce的假设相同的原始假设在大多数织物结构中均不成立。各种研究人员还认为有必要将工作范围扩大到涵盖经纱和纬纱的各种纱线松密度。

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