Advanced Textile Technology ›› 2023, Vol. 31 ›› Issue (2): 107-.

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Viscoelastic Poisson's ratio of nonwovens

  

  1. 1.The Mechanical Engineering College, Tarim University, Alaer 843300, China; 2.The Key Laboratory of Colleges & Universities under the Department of Education of Xinjiang Uygur Autonomous Region, Alaer 843300, China; 3.Alaer Fiber Inspection Institute, Alaer 843300, China; 4.Alar City Zhongtai Textile Technology Co., Ltd., Alaer 843300, China
  • Received:2022-06-30 Online:2023-03-10 Published:2023-03-22

无纺布的粘弹性泊松比

  

  1. 1.塔里木大学机械电气化工程学院,新疆阿拉尔843300;2.新疆维吾尔自治区现代农业工程重点实验室,新疆阿拉尔843300; 
    3.阿拉尔纤维检验所,新疆阿拉尔843300; 4.阿拉尔中泰纺织科技有限公司,新疆阿拉尔843300
  • 通讯作者: 葛陈勇,E-mail:329439500@qq.com
  • 作者简介:夏腾腾(1998—),男,甘肃天水人,硕士研究生,主要从事材料性能研究与应用方面的研究。
  • 基金资助:
    兵团财政科技计划项目(2021BB022)

Abstract:

The nonwoven is widely used in many industries and occupies a large proportion in the textile industry for its excellent performance, low cost and diversified types,. With the utilization of nonwovens in various industries, the output and usage have increased year by year. Therefore, in order to promote the use of nonwovens, it is necessary to study the mechanical properties of nonwovens. It can be found from the tensile test curve that all kinds of nonwovens have typical viscoelastic properties. Poisson's ratio, as one of the important indexes to measure the mechanical properties of materials, has been concerned and studied by many scholars, and some of them have studied the viscoelastic Poisson's ratio of materials. However, most studies focus on the viscoelastic Poisson's ratio of solid propellants, epoxy resins, and other materials. The research on textile materials has not been reported, but it has great research value.

The conventional polypropylene (PP) meltblown nonwoven was selected as the object, the viscoelastic mechanical behavior of the nonwoven was tested, and its viscoelastic Poisson's ratio was accurately calculated. Based on the theory of viscoelastic mechanics, combined with Laplace transform and creep stress conditions, the exact expression of viscoelastic Poisson's ratio was calculated by transverse strain (under creep conditions) and relaxation modulus. The internal fibers of nonwovens are disordered and thin, so they can be regarded as isotropic materials (ignoring the stress and strain in the thickness direction), and only the twodimensional planar Poisson's ratio is studied. The creep and relaxation experiments of nonwovens were carried out according to the standard GBT 23218.32010, and the curves of transverse strain and relaxation modulus were obtained and fitted into the 6thorder Prony series. The Prony series of transverse strain and relaxation modulus were substituted into the expression of viscoelastic Poisson's ratio, and the timevarying curve of viscoelastic Poisson's ratio of nonwovens under creep condition was calculated by using 1stOpt software. In this study, the calculation method of viscoelastic Poisson's ratio was introduced into textile materials, and the viscoelastic Poisson's ratio of the selected nonwoven was analyzed and measured. It is found that as the loading time increases, the viscoelastic Poisson's ratio of the material gradually increases and tends to be constant. The viscoelastic Poisson's ratio approach value of the nonwoven selected in this paper is close to 0.25, which is in line with the Poisson's ratio range of conventional materials and is close to the value of conventional elastic Poisson's ratio in related research.

The method can effectively determine the viscoelastic Poisson's ratio of nonwovens, with simple operation and reliable results, which can provide reference for the determination of Poisson's ratio of other textile materials.. The accurate determination of viscoelastic Poisson's ratio also provides a reference value for the calculation of mechanical indexes involved in the subsequent production and processing of textile materials.

Key words: nonwoven, Poisson's ratio, viscoelasticity, creep, relaxation, time varying curve

摘要: 为了研究无纺布的粘弹性力学行为,精确计算其粘弹性泊松比。以粘弹性力学理论为基础,结合Laplace变换和蠕变应力条件,推导了由横向应变和松弛模量计算粘弹性泊松比的精确表达式。由蠕变实验和松弛实验数据,获得了无纺布横向应变和松弛模量随时间变化的Prony级数,并利用1stOpt软件模拟了无纺布的粘弹性泊松比时变曲线。结果表明:在蠕变条件下,随着载荷作用时间增加,无纺布泊松比逐渐增大并趋近于0.25。该方法可有效获得无纺布的粘弹性泊松比,为其后续生产加工所涉及的力学指标计算提供参考值。

关键词: 无纺布, 泊松比, 粘弹性, 蠕变, 松弛

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