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Mathematical Approximation of the Stress-strain Curves of Fabrics

机译:织物应力-应变曲线的数学近似

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In order to display the characteristic draping behavior of particular type of fabrics, it is important to incorporate the mechanical properties of the fabrics into the simulator. In this research, the mechanical properties of fabrics were first measured using the Kawabata Evaluation System (KES). And the KES plots were approximated with sectioned quadratic polynomials based on least-square fitting method, which were then incorporated into the mass-spring model to calculate internal forces. At last, through comparison of the experimental and fitted plots, and fabric drape simulation process, it was proved that the simulation results using this method can reflect the characteristic draped pattern of corresponding types of fabrics.
机译:为了显示特定类型织物的特性悬垂性,将织物的机械性能纳入模拟器非常重要。在这项研究中,首先使用Kawabata评估系统(KES)测量织物的机械性能。然后,基于最小二乘拟合方法,使用分段二次多项式对KES图进行近似,然后将其合并到质量弹簧模型中,以计算内力。最后,通过对实验图和拟合图的比较,以及织物悬垂性的仿真过程,证明了该方法的仿真结果能够反映出相应类型织物的特征悬垂性。

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