首页> 外文期刊>The Journal of the Textile Institute. 1, Fibre Science and Textile Technology >Modelling the pattern creation process for the optimum design of a circular warp-knitting machine using a conical needle-bed
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Modelling the pattern creation process for the optimum design of a circular warp-knitting machine using a conical needle-bed

机译:为使用锥形针床的圆形经编机的最佳设计而对图案创建过程进行建模

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A circular warp-knitting machine was designed using a novel approach that uses a conical needle-bed. This machine was built and successfully tested. The interaction between the patterning and knitting mechanisms of a warp-knitting machine is critical for the performance of the machine. In a circular warp-knitting machine, geometric parameters such as the diameter of the patterning rings and the distance between the patterning rings and the needles can significantly affect the patterning capability of the machine. This paper describes an approach to modelling the yarn and needle paths in a novel circular warp knitting machine with a conical needle-bed and patterning rings, using equations that govern the relationship between the different geometric parameters in order to calculate the amplitude of the shogging movements and optimise machine performance. A set of mathematical equations governing the geometric relationship that determines the limits of the motion of the patterning rings is presented. The algorithms have been created and successfully tested using a case study. A mathematical model and appropriate algorithms are developed that prove useful design tools for the designer of the circular warp knitting machines using conical needle-bed.
机译:圆形经编机是使用新颖的方法设计的,该方法使用了锥形针床。该机器已制造并成功测试。经编机的花型和编织机构之间的相互作用对于机器的性能至关重要。在圆形经编机中,诸如花样环的直径以及花样环与针之间的距离的几何参数会显着影响机器的花样能力。本文介绍了一种在带有圆锥形针床和花样环的新型圆形经编机中对纱线和针路径进行建模的方法,该方法使用控制不同几何参数之间关系的方程式,以计算横向运动的幅度并优化机器性能。提出了一组控制几何关系的数学方程,该几何关系确定了图案环的运动极限。已经通过案例研究创建了算法并成功对其进行了测试。建立了数学模型和适当的算法,为使用圆锥形针床的圆形经编机的设计者证明了有用的设计工具。

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