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高分子科技空气纤维结构材料の回弹性

2020-12-08

1.1 空气纤维材料不同密度回弹性对比测试
1.1.1 测试样品
试样长*宽=100*100mm,高度为40mm,数量4块,密度分别为55、60、65、70kg/m3

1.1.2 测试方法
测试在(23±2)℃的室温、相对湿度(50±5)%的环境中进行。材料的回弹性试验采取泡沫塑料落球回弹力测试仪,匀速对尺寸为 100*100*40mm 的试样件进行回弹测试,测试重复做 5 次,取平均值,并做记录。参考标准:GB/T6670-2008《软质聚氨酯泡沫塑料回弹性能的测定》。实验原理:H=1/2gt2 复,通过测定落球从样品上弹起后的一段距离所用的时间,来确定它的回弹高度。钢球下落过程中挡住光源发出的光,光管接收不到光发出两个电信号,仪图能测出落球通过这两个采样点之间的距离所花费的时间,即采样时间 t(t=1/1000*脉冲数)

1.1.3测试结果
表 1.相同厚度不同密度下的回弹性能对比↓

密度/ kg/m3

厚度/mm

回弹系数/%

55

40

71.57

60

40

71.13

65

40

69.64

70

40

68.8



图 1.作折线图如下↓
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

如图 1 所示: 
①高分子空气纤维材料的回弹性普遍较好,这四种密度的回弹系数均在 68%以上,均属于高回弹材料;
②材料的回弹性呈线性递减趋势,密度为 55kg/m3 的回弹性大达 71.57%,密度为 70kg/m3/的回弹系数小为 68.8%,但变化不大,上下浮动区间在±3 之间。


1.2 空气纤维材料与其他材料的回弹性对比测试   

   表 2.同厚度不同材料间的回弹性能的对比↓


样品

密度/ kg/m3

厚度/mm

回弹系数/%

空气纤维

70

40

68.8

3D 材料

65

40

68.22

乳胶棉

60.8

40

58.08

记忆棉

50

40

14.17

凝胶棉

25

40

44

波形海绵

25

40

38.38

普通海绵

25

40

42.27



图 2.作折线图如下↓

   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

如图 2所示:
①可看出分成四类,空纤材料的回弹性是好的,
其次为 3D 材料和乳胶棉,然后是凝胶棉、普通海绵和波形海绵, 记忆棉的回弹性较差; 
②本次测试特选用4块空纤材料中回弹性小的 70kg/m3, 由此也可看出空气纤维材料具有很好的回弹性能,对于人体翻身等动作的需求有较好的辅助作用;

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