织物落锤式|数字式撕破强力性能测试仪厂家价格报价_上海千实

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灯芯绒织物撕裂性能测试

灯芯绒又名条绒,是山绒组织和地组织两部分组成,通过割绒、刷绒等加工处理后,织物表而呈现形似灯芯状明显隆起的绒条,”。灯芯绒织物手感弹滑柔软、绒条清晰圆润、光泽柔和均匀、厚实且耐磨,在当前市场上比较流行,21。但在现实生活中发现灯芯绒织物较易撕裂,尤其是沿着绒条方向的撕裂强力较低。为了探讨灯芯绒织物撕裂强力低的原因,笔者选择了八种不同规格的灯芯绒织物,采用梯形法进行撕裂强力的测试,通过回归分析,获得影响灯芯绒织物撕裂强力的主要因素,并探讨了提高灯芯绒织物撕裂强力的途径。,试样和试验方案
试样的规格见表 1。

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

注:3号和7号织物地纬和绒纬的配置比分别为1: 1和1: 3相同排列。
所选八种灯芯绒织物经、纬纱皆为棉纱,且均为纬起毛组织,地布组织除2号织物为二_L二下纬重平外,其余均采用平纹组织。其中5一号织物部分绒纬未割断,属于间隔条灯芯绒。
灯芯绒织物主要是沿线条方向撕裂,而常见灯芯绒多为纬起绒织物‘”,所以本次试验只测试织物纬向撕裂强力。影响织物撕裂强力的因素很多,根据撕裂破坏机理,并且考虑到实际应用中的可操作性和经济性,本试验选用四项参数,即地纬密度、经密、纬纱断裂强力和断裂伸长喇4. 51,并通过多元线性回归分析的方法建立这些参数与撕裂强力之间的关系,一寻找影响灯芯绒织物撕裂强力的主要因素,以便于织物设计时参考和控制。

2撕裂强力与织物结构参数的关系
梯形法纬向撕裂强力与四项结构性能参数的测试结果见表20
2. 1建立多元线性回归方程
通过多元线性回归的方法161,建立以撕裂强力为因变量,纬密;经密、纬纱断裂强力和纬纱断裂仲长率为自变r}.的数学模型。所得线性回归方程如下:
Y二·0.042 x,-0.001 x2 +4.245 x 3+2.816 x 4-12.741 川
式rF':Y- 一织物纬向撕裂强力 (N);

,影响灯芯绒织物纬向撕裂强力的因素中,影响最大的是纬纱的断裂伸长率和断裂强力,分别占37.91%和35.93%,其余依次是地纬密度和经密。一些未考虑的因素如交织阻力、纬纱的排列比、绒条密度等亦占一定的比例,约为8.22%。从而说明影响灯芯绒织物纬向撕裂强力的因素很多,但最主要的是纬纱自身的性能,也就是说提高灯芯绒织物纬向撕裂强力最有效的方法是提高纬纱的内在质量。
从表1和表2可以看出,4号灯芯绒织物尽管其经、纬纱线密度、纬纱的断裂强力和断裂f申长率都较大,但其撕裂强力相对来说较小,这是因为4号织物地纬与绒纬的配置比为1:5,使得地布较稀疏,同时较多的绒纬也阻碍了纱线的滑移,所以在设计灯芯绒织物时地纬与绒纬的比例以!:2或1:3为宜,不宜大于1:5。这也说明纬纱的配置比对灯芯绒织物纬向断裂强力有较大的影响。

3结论
常见的灯芯绒织物一般为纬起绒织物,容易沿绒条方向撕裂。影响其撕裂强力的因素中,纬纱断裂伸长率影响最大,其余依次是纬纱断裂强力、地纬密度和经密。灯芯绒织物纬向撕裂强力与纬纱断裂强力、纬纱断裂伸长率和地纬密度呈正相关,而与经密呈负相关。纬纱的配置对灯芯绒织物纬向撕裂弧力也有较大的影响,地纬与绒纬的配置比较大,撕裂强力则较小。在设计和生产幻芯绒织物时,可以通过提高纬纱的断裂强力和断裂伸长率以及增加地纬密度或减小地纬和绒纬的配置比来改善织物的撕裂强力。

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TAG:灯芯绒织物、撕裂性能测试