<div><section class="_135editor" data-role="paragraph" style="max-inline-size: 100%; margin: 0px; padding: 0px; border: 0px none; z-index: 0; overflow-wrap: break-word !important; outline: none 0px !important;"><section style="max-inline-size: 100%; margin: 0px; padding: 0px; -webkit-tap-highlight-color: rgba(0, 0, 0, 0); overflow-wrap: break-word !important; outline: none 0px !important;"><section style="max-inline-size: 100%; margin: 0px; padding: 0px; -webkit-tap-highlight-color: rgba(0, 0, 0, 0); overflow-wrap: break-word !important; outline: none 0px !important;"><section style="max-inline-size: 100%; margin: 0px; padding: 0px; -webkit-tap-highlight-color: rgba(0, 0, 0, 0); overflow-wrap: break-word !important; outline: none 0px !important;"><p style="max-inline-size: 100%; margin-bottom: 0px; clear: both; min-height: 1em; cursor: text; line-height: 1.75em; overflow-wrap: break-word !important; outline: none 0px !important;">　　导电纤维通常用于制成抗静电织物，它能有效地防止静电的局部积聚，使静电很快泄漏，同时通过电晕放电向大气中释放电荷。导电纤维所制抗静电产品的类别和性能要求如下表所示。</p><p style="max-inline-size: 100%; margin-bottom: 0px; clear: both; min-height: 1em; cursor: text; overflow-wrap: break-word !important; outline: none 0px !important;"><br></p></section></section></section></section></div><div style="text-align: center; "><img 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" alt=""></div><div style="text-align: center; "><br></div><div style="text-align: left;"><br></div><div style="text-align: left;"><section class="_135editor" data-role="paragraph" style="max-inline-size: 100%; margin: 0px; padding: 0px; border: 0px none; z-index: 0; overflow-wrap: break-word !important; outline: none 0px !important;"><p style="max-inline-size: 100%; margin-bottom: 0px; clear: both; min-height: 1em; cursor: text; line-height: 1.75em; overflow-wrap: break-word !important; outline: none 0px !important;"><span style="max-inline-size: 100%; margin: 0px; padding: 0px; cursor: text; font-size: 16px; overflow-wrap: break-word !important; outline: none 0px !important;">　　一、抗静电织物的设计</span></p><p style="max-inline-size: 100%; margin-bottom: 0px; clear: both; min-height: 1em; cursor: text; overflow-wrap: break-word !important; outline: none 0px !important;"><br style="max-inline-size: 100%; margin: 0px; padding: 0px; overflow-wrap: break-word !important; outline: none 0px !important;"></p><p style="max-inline-size: 100%; margin-bottom: 0px; clear: both; min-height: 1em; cursor: text; line-height: 1.75em; overflow-wrap: break-word !important; outline: none 0px !important;"><span style="max-inline-size: 100%; margin: 0px; padding: 0px; cursor: text; font-size: 16px; overflow-wrap: break-word !important; outline: none 0px !important;">　　1．导电纤维的混比</span></p><p style="max-inline-size: 100%; margin-bottom: 0px; clear: both; min-height: 1em; cursor: text; overflow-wrap: break-word !important; outline: none 0px !important;"><br style="max-inline-size: 100%; margin: 0px; padding: 0px; overflow-wrap: break-word !important; outline: none 0px !important;"></p><p style="max-inline-size: 100%; margin-bottom: 0px; clear: both; min-height: 1em; cursor: text; line-height: 1.75em; overflow-wrap: break-word !important; outline: none 0px !important;"><span style="max-inline-size: 100%; margin: 0px; padding: 0px; cursor: text; font-size: 16px; overflow-wrap: break-word !important; outline: none 0px !important;">　　应用导电纤维所制成的抗静电织物是以普通纤维为主体，加人少量导电纤维而构成的。为了定量地确定导电纤维的比例，可以用公式计算织物的最小带电量：</span></p><p style="max-inline-size: 100%; margin-bottom: 0px; clear: both; min-height: 1em; cursor: text; overflow-wrap: break-word !important; outline: none 0px !important;"><br style="max-inline-size: 100%; margin: 0px; padding: 0px; overflow-wrap: break-word !important; outline: none 0px !important;"></p><p style="text-align: center; max-inline-size: 100%; margin-bottom: 0px; clear: both; min-height: 1em; cursor: text; line-height: 1.75em; overflow-wrap: break-word !important; outline: none 0px !important;"><span style="max-inline-size: 100%; margin: 0px; padding: 0px; cursor: text; font-size: 16px; overflow-wrap: break-word !important; outline: none 0px !important;">　　Q=2W/VK</span></p><p style="max-inline-size: 100%; margin-bottom: 0px; clear: both; min-height: 1em; cursor: text; overflow-wrap: break-word !important; outline: none 0px !important;"><br style="max-inline-size: 100%; margin: 0px; padding: 0px; overflow-wrap: break-word !important; outline: none 0px !important;"></p><p style="max-inline-size: 100%; margin-bottom: 0px; clear: both; min-height: 1em; cursor: text; line-height: 1.75em; overflow-wrap: break-word !important; outline: none 0px !important;"><span style="max-inline-size: 100%; margin: 0px; padding: 0px; cursor: text; font-size: 16px; overflow-wrap: break-word !important; outline: none 0px !important;">　　式中，Q-织物最小摩擦带电量，C/㎡;</span></p><p style="max-inline-size: 100%; margin-bottom: 0px; clear: both; min-height: 1em; cursor: text; overflow-wrap: break-word !important; outline: none 0px !important;"><br style="max-inline-size: 100%; margin: 0px; padding: 0px; overflow-wrap: break-word !important; outline: none 0px !important;"></p><p style="max-inline-size: 100%; margin-bottom: 0px; clear: both; min-height: 1em; cursor: text; line-height: 1.75em; overflow-wrap: break-word !important; outline: none 0px !important;"><span style="max-inline-size: 100%; margin: 0px; padding: 0px; cursor: text; font-size: 16px; overflow-wrap: break-word !important; outline: none 0px !important;">　　W-放电量或最小引爆能量，J：</span></p><p style="max-inline-size: 100%; margin-bottom: 0px; clear: both; min-height: 1em; cursor: text; overflow-wrap: break-word !important; outline: none 0px !important;"><br style="max-inline-size: 100%; margin: 0px; padding: 0px; overflow-wrap: break-word !important; outline: none 0px !important;"></p><p style="max-inline-size: 100%; margin-bottom: 0px; clear: both; min-height: 1em; cursor: text; line-height: 1.75em; overflow-wrap: break-word !important; outline: none 0px !important;"><span style="max-inline-size: 100%; margin: 0px; padding: 0px; cursor: text; font-size: 16px; overflow-wrap: break-word !important; outline: none 0px !important;">　　K-材料系数，纺织品取0.02㎡</span></p><p style="max-inline-size: 100%; margin-bottom: 0px; clear: both; min-height: 1em; cursor: text; overflow-wrap: break-word !important; outline: none 0px !important;"><br style="max-inline-size: 100%; margin: 0px; padding: 0px; overflow-wrap: break-word !important; outline: none 0px !important;"></p><p style="max-inline-size: 100%; margin-bottom: 0px; clear: both; min-height: 1em; cursor: text; line-height: 1.75em; overflow-wrap: break-word !important; outline: none 0px !important;"><span style="max-inline-size: 100%; margin: 0px; padding: 0px; cursor: text; font-size: 16px; overflow-wrap: break-word !important; outline: none 0px !important;">　　V-摩擦带电压.V。</span></p><p style="max-inline-size: 100%; margin-bottom: 0px; clear: both; min-height: 1em; cursor: text; overflow-wrap: break-word !important; outline: none 0px !important;"><br style="max-inline-size: 100%; margin: 0px; padding: 0px; overflow-wrap: break-word !important; outline: none 0px !important;"></p><p style="max-inline-size: 100%; margin-bottom: 0px; clear: both; min-height: 1em; cursor: text; line-height: 1.75em; overflow-wrap: break-word !important; outline: none 0px !important;"><span style="max-inline-size: 100%; margin: 0px; padding: 0px; cursor: text; font-size: 16px; overflow-wrap: break-word !important; outline: none 0px !important;">　　以摩擦带电量作为设计导电纤维混比的主要指标，是因为在静电场中，物体带电量是产生电场能量的根本原因。为了产品的安全可靠，用该指标作为设计混比的依据更为有效。</span></p><p style="max-inline-size: 100%; margin-bottom: 0px; clear: both; min-height: 1em; cursor: text; overflow-wrap: break-word !important; outline: none 0px !important;"><br style="max-inline-size: 100%; margin: 0px; padding: 0px; overflow-wrap: break-word !important; outline: none 0px !important;"></p><p style="max-inline-size: 100%; margin-bottom: 0px; clear: both; min-height: 1em; cursor: text; line-height: 1.75em; overflow-wrap: break-word !important; outline: none 0px !important;"><span style="max-inline-size: 100%; margin: 0px; padding: 0px; cursor: text; font-size: 16px; overflow-wrap: break-word !important; outline: none 0px !important;">　　通过综合考察各种可燃性气体的最小引爆能量，日本等国规定了抗静电织物的摩擦带电量应控制在7μC/㎡以下，这对大多数可燃性气体都适用。在服装穿用过程中的实际带电量比μC/㎡小得多，通常在1μC/㎡以以下。</span></p><p style="max-inline-size: 100%; margin-bottom: 0px; clear: both; min-height: 1em; cursor: text; overflow-wrap: break-word !important; outline: none 0px !important;"><br style="max-inline-size: 100%; margin: 0px; padding: 0px; overflow-wrap: break-word !important; outline: none 0px !important;"></p><p style="max-inline-size: 100%; margin-bottom: 0px; clear: both; min-height: 1em; cursor: text; line-height: 1.75em; overflow-wrap: break-word !important; outline: none 0px !important;"><span style="max-inline-size: 100%; margin: 0px; padding: 0px; cursor: text; font-size: 16px; overflow-wrap: break-word !important; outline: none 0px !important;">　　由于摩擦带电而产生电晕放电的起始电压为1000～2000V，从安全性出发选上限2000V。事实上人体带电超过2000V时，将产生刺痛或痉挛。</span></p><p style="max-inline-size: 100%; margin-bottom: 0px; clear: both; min-height: 1em; cursor: text; overflow-wrap: break-word !important; outline: none 0px !important;"><br style="max-inline-size: 100%; margin: 0px; padding: 0px; overflow-wrap: break-word !important; outline: none 0px !important;"></p><p style="max-inline-size: 100%; margin-bottom: 0px; clear: both; min-height: 1em; cursor: text; line-height: 1.75em; overflow-wrap: break-word !important; outline: none 0px !important;"><span style="max-inline-size: 100%; margin: 0px; padding: 0px; cursor: text; font-size: 16px; overflow-wrap: break-word !important; outline: none 0px !important;">　　设计时，根据织物最小带电量的要求，确定最大的导电纤维的混比，织物的安全性就是可靠的。若织物的实际带电量过多地小于设计带电量，则可减少导电纤维的混比，对于价格昂贵的导电纤维，过多地使用是不必要的。一般混入量为0.05％-1.00％即可获得满意的抗静电效果。</span></p><p style="max-inline-size: 100%; margin-bottom: 0px; clear: both; min-height: 1em; cursor: text; overflow-wrap: break-word !important; outline: none 0px !important;"><br style="max-inline-size: 100%; margin: 0px; padding: 0px; overflow-wrap: break-word !important; outline: none 0px !important;"></p><p style="max-inline-size: 100%; margin-bottom: 0px; clear: both; min-height: 1em; cursor: text; line-height: 1.75em; overflow-wrap: break-word !important; outline: none 0px !important;"><span style="max-inline-size: 100%; margin: 0px; padding: 0px; cursor: text; font-size: 16px; overflow-wrap: break-word !important; outline: none 0px !important;">　　</span></p><p style="max-inline-size: 100%; margin-bottom: 0px; clear: both; min-height: 1em; cursor: text; line-height: 1.75em; overflow-wrap: break-word !important; outline: none 0px !important;"><span style="max-inline-size: 100%; margin: 0px; padding: 0px; cursor: text; font-size: 16px; overflow-wrap: break-word !important; outline: none 0px !important;">　　2．导电纤维的混入方法</span></p><p style="max-inline-size: 100%; margin-bottom: 0px; clear: both; min-height: 1em; cursor: text; overflow-wrap: break-word !important; outline: none 0px !important;"><br style="max-inline-size: 100%; margin: 0px; padding: 0px; overflow-wrap: break-word !important; outline: none 0px !important;"></p><p style="max-inline-size: 100%; margin-bottom: 0px; clear: both; min-height: 1em; cursor: text; line-height: 1.75em; overflow-wrap: break-word !important; outline: none 0px !important;"><span style="max-inline-size: 100%; margin: 0px; padding: 0px; cursor: text; font-size: 16px; overflow-wrap: break-word !important; outline: none 0px !important;">　　导电纤维与普通合成纤维的混用方法，大体可分为混纺和交织两类。</span></p><p style="max-inline-size: 100%; margin-bottom: 0px; clear: both; min-height: 1em; cursor: text; overflow-wrap: break-word !important; outline: none 0px !important;"><br style="max-inline-size: 100%; margin: 0px; padding: 0px; overflow-wrap: break-word !important; outline: none 0px !important;"></p><p style="max-inline-size: 100%; margin-bottom: 0px; clear: both; min-height: 1em; cursor: text; line-height: 1.75em; overflow-wrap: break-word !important; outline: none 0px !important;"><span style="max-inline-size: 100%; margin: 0px; padding: 0px; cursor: text; font-size: 16px; overflow-wrap: break-word !important; outline: none 0px !important;">　　（1）混纺：用导电纤维与一般纤维混纺成纱线制成织物，通常因导电纤维的混比高，且许多导电纤维呈黑色、棕铜色或其他颜色，所以混人后的织物色泽均匀难控制，故此法应用较少。</span></p><p style="max-inline-size: 100%; margin-bottom: 0px; clear: both; min-height: 1em; cursor: text; overflow-wrap: break-word !important; outline: none 0px !important;"><br style="max-inline-size: 100%; margin: 0px; padding: 0px; overflow-wrap: break-word !important; outline: none 0px !important;"></p><p style="max-inline-size: 100%; margin-bottom: 0px; clear: both; min-height: 1em; cursor: text; line-height: 1.75em; overflow-wrap: break-word !important; outline: none 0px !important;"><span style="max-inline-size: 100%; margin: 0px; padding: 0px; cursor: text; font-size: 16px; overflow-wrap: break-word !important; outline: none 0px !important;">　　（2）交织：将导电丝或其短纤维纯纺纱以各种间隔排列的形式嵌织入普通丝或短纤维纱织物中。混织的方法有条状结构，即将导电丝（纱）与普通丝（纱）在织物经向或纬向以一定的距离有规则地间隔排列。网状结构，即在织物经纬向都间隔排列导电丝（纱），但注意导电纤维的间隔不能太大，否则可能局部积聚静电。一般织物的经向每隔20～25mm嵌织入一根导电丝，全幅均匀排列。混织法既具有良好的抗静电效果，又可通过色织配色获得满意的外观。</span></p><p style="max-inline-size: 100%; margin-bottom: 0px; clear: both; min-height: 1em; cursor: text; overflow-wrap: break-word !important; outline: none 0px !important;"><br style="max-inline-size: 100%; margin: 0px; padding: 0px; overflow-wrap: break-word !important; outline: none 0px !important;"></p><p style="max-inline-size: 100%; margin-bottom: 0px; clear: both; min-height: 1em; cursor: text; line-height: 1.75em; overflow-wrap: break-word !important; outline: none 0px !important;"><span style="max-inline-size: 100%; margin: 0px; padding: 0px; cursor: text; font-size: 16px; overflow-wrap: break-word !important; outline: none 0px !important;">　　3．主体纤维的选择</span></p><p style="max-inline-size: 100%; margin-bottom: 0px; clear: both; min-height: 1em; cursor: text; overflow-wrap: break-word !important; outline: none 0px !important;"><br style="max-inline-size: 100%; margin: 0px; padding: 0px; overflow-wrap: break-word !important; outline: none 0px !important;"></p><p style="max-inline-size: 100%; margin-bottom: 0px; clear: both; min-height: 1em; cursor: text; line-height: 1.75em; overflow-wrap: break-word !important; outline: none 0px !important;"><span style="max-inline-size: 100%; margin: 0px; padding: 0px; cursor: text; font-size: 16px; overflow-wrap: break-word !important; outline: none 0px !important;">　　主体纤维的选择与织物用途有关。如在酸性环境下宜用涤纶作主体纤维，在碱性环境下宜用锦纶作主体纤维，在医药、食品、电子、精密机械行业的无尘、无菌工作服，除抗静电外还要求不产生绒毛和灰尘，故应选长丝不选短纤、另外、还要求主体纤维与导电纤维有相同的伸缩性，<span style="max-inline-size: 100%; margin: 0px; padding: 0px; cursor: text; caret-color: red; overflow-wrap: break-word !important; outline: none 0px !important;">及附一扩散一解吸的作用透过涂层。这类产品有比利时UCB Speciality Chemicals／B公司的Jcecoat 2000NPU，德国拜尔（Bayer）公司的 Impraperm、美国 Baxenden／GB公司的Witcoflex／stay-ool。</span></span></p><p style="max-inline-size: 100%; margin-bottom: 0px; clear: both; min-height: 1em; cursor: text; overflow-wrap: break-word !important; outline: none 0px !important;"><br style="max-inline-size: 100%; margin: 0px; padding: 0px; overflow-wrap: break-word !important; outline: none 0px !important;"></p><p style="max-inline-size: 100%; margin-bottom: 0px; clear: both; min-height: 1em; cursor: text; line-height: 1.75em; overflow-wrap: break-word !important; outline: none 0px !important;"><span style="max-inline-size: 100%; margin: 0px; padding: 0px; cursor: text; font-size: 16px; overflow-wrap: break-word !important; outline: none 0px !important;">　　3．复合型涂层</span></p><p style="max-inline-size: 100%; margin-bottom: 0px; clear: both; min-height: 1em; cursor: text; overflow-wrap: break-word !important; outline: none 0px !important;"><br style="max-inline-size: 100%; margin: 0px; padding: 0px; overflow-wrap: break-word !important; outline: none 0px !important;"></p><p style="max-inline-size: 100%; margin-bottom: 0px; clear: both; min-height: 1em; cursor: text; line-height: 1.75em; overflow-wrap: break-word !important; outline: none 0px !important;"><span style="max-inline-size: 100%; margin: 0px; padding: 0px; cursor: text; font-size: 16px; overflow-wrap: break-word !important; outline: none 0px !important;">　　在微孔结构上再作亲水性整理，用来提高微孔涂层的拒水透湿性。如在Ucecoat 2000 微孔膜上再涂上Ucecoat NPU整理剂。在选择亲水性整理剂时，注意不要造成不可接受的透湿性损失。</span></p><p style="max-inline-size: 100%; margin-bottom: 0px; clear: both; min-height: 1em; cursor: text; overflow-wrap: break-word !important; outline: none 0px !important;"><br style="max-inline-size: 100%; margin: 0px; padding: 0px; overflow-wrap: break-word !important; outline: none 0px !important;"></p><p style="max-inline-size: 100%; margin-bottom: 0px; clear: both; min-height: 1em; cursor: text; line-height: 1.75em; overflow-wrap: break-word !important; outline: none 0px !important;"><span style="max-inline-size: 100%; margin: 0px; padding: 0px; cursor: text; font-size: 16px; overflow-wrap: break-word !important; outline: none 0px !important;">　　四、层压法</span></p><p style="max-inline-size: 100%; margin-bottom: 0px; clear: both; min-height: 1em; cursor: text; overflow-wrap: break-word !important; outline: none 0px !important;"><br style="max-inline-size: 100%; margin: 0px; padding: 0px; overflow-wrap: break-word !important; outline: none 0px !important;"></p><p style="max-inline-size: 100%; margin-bottom: 0px; clear: both; min-height: 1em; cursor: text; line-height: 1.75em; overflow-wrap: break-word !important; outline: none 0px !important;"><span style="max-inline-size: 100%; margin: 0px; padding: 0px; cursor: text; font-size: 16px; overflow-wrap: break-word !important; outline: none 0px !important;">　　拒水透湿层压织物使将普通织物与一层拒水透湿薄膜，通过层压工艺复合在一起，成为拒水透湿织物。</span></p><p style="max-inline-size: 100%; margin-bottom: 0px; clear: both; min-height: 1em; cursor: text; overflow-wrap: break-word !important; outline: none 0px !important;"><br style="max-inline-size: 100%; margin: 0px; padding: 0px; overflow-wrap: break-word !important; outline: none 0px !important;"></p><p style="max-inline-size: 100%; margin-bottom: 0px; clear: both; min-height: 1em; cursor: text; line-height: 1.75em; overflow-wrap: break-word !important; outline: none 0px !important;"><span style="max-inline-size: 100%; margin: 0px; padding: 0px; cursor: text; font-size: 16px; overflow-wrap: break-word !important; outline: none 0px !important;">　　薄膜与织物复合时应选用透湿的黏合剂，如果使用不透湿的黏合剂，可用圆网印花机涂布或喷射涂布或用黏合性纤维网层压。</span></p><p style="max-inline-size: 100%; margin-bottom: 0px; clear: both; min-height: 1em; cursor: text; overflow-wrap: break-word !important; outline: none 0px !important;"><br style="max-inline-size: 100%; margin: 0px; padding: 0px; overflow-wrap: break-word !important; outline: none 0px !important;"></p><p style="max-inline-size: 100%; margin-bottom: 0px; clear: both; min-height: 1em; cursor: text; line-height: 1.75em; overflow-wrap: break-word !important; outline: none 0px !important;"><span style="max-inline-size: 100%; margin: 0px; padding: 0px; cursor: text; font-size: 16px; overflow-wrap: break-word !important; outline: none 0px !important;">　　在织物上层压薄膜可有以下几种：</span></p><p style="max-inline-size: 100%; margin-bottom: 0px; clear: both; min-height: 1em; cursor: text; overflow-wrap: break-word !important; outline: none 0px !important;"><br style="max-inline-size: 100%; margin: 0px; padding: 0px; overflow-wrap: break-word !important; outline: none 0px !important;"></p><p style="max-inline-size: 100%; margin-bottom: 0px; clear: both; min-height: 1em; cursor: text; line-height: 1.75em; overflow-wrap: break-word !important; outline: none 0px !important;"><span style="max-inline-size: 100%; margin: 0px; padding: 0px; cursor: text; font-size: 16px; overflow-wrap: break-word !important; outline: none 0px !important;">　　1．微孔型薄膜</span></p><p style="max-inline-size: 100%; margin-bottom: 0px; clear: both; min-height: 1em; cursor: text; overflow-wrap: break-word !important; outline: none 0px !important;"><br style="max-inline-size: 100%; margin: 0px; padding: 0px; overflow-wrap: break-word !important; outline: none 0px !important;"></p><p style="max-inline-size: 100%; margin-bottom: 0px; clear: both; min-height: 1em; cursor: text; line-height: 1.75em; overflow-wrap: break-word !important; outline: none 0px !important;"><span style="max-inline-size: 100%; margin: 0px; padding: 0px; cursor: text; font-size: 16px; overflow-wrap: break-word !important; outline: none 0px !important;">　　将聚四氟乙烯膜或偏氟乙烯膜经双轴向拉伸，可产生大量微孔，使膜层透湿。如美国W.L.Gore公司的Gore-Tex、日本日东电器公司的microtex、英国Porrair／GB公司的Porelle、美国Gelman Science 公司的Repel均为微孔膜。</span></p><p style="max-inline-size: 100%; margin-bottom: 0px; clear: both; min-height: 1em; cursor: text; overflow-wrap: break-word !important; outline: none 0px !important;"><br style="max-inline-size: 100%; margin: 0px; padding: 0px; overflow-wrap: break-word !important; outline: none 0px !important;"></p><p style="max-inline-size: 100%; margin-bottom: 0px; clear: both; min-height: 1em; cursor: text; line-height: 1.75em; overflow-wrap: break-word !important; outline: none 0px !important;"><span style="max-inline-size: 100%; margin: 0px; padding: 0px; cursor: text; font-size: 16px; overflow-wrap: break-word !important; outline: none 0px !important;">　　2．亲水型薄膜</span></p><p style="max-inline-size: 100%; margin-bottom: 0px; clear: both; min-height: 1em; cursor: text; overflow-wrap: break-word !important; outline: none 0px !important;"><br style="max-inline-size: 100%; margin: 0px; padding: 0px; overflow-wrap: break-word !important; outline: none 0px !important;"></p><p style="max-inline-size: 100%; margin-bottom: 0px; clear: both; min-height: 1em; cursor: text; line-height: 1.75em; overflow-wrap: break-word !important; outline: none 0px !important;"><span style="max-inline-size: 100%; margin: 0px; padding: 0px; cursor: text; font-size: 16px; overflow-wrap: break-word !important; outline: none 0px !important;">　　亲水型薄膜中的亲水性成分或者高聚物大分子链中的亲水性基团或是嵌段共聚物的亲水成分。水分子由于氢键和其他分子间力，在高湿度一侧吸附水分子，通过聚合物中的亲水成分传递到低湿度一侧解吸，形成“吸附一扩散一解吸”过程达到透湿的目的。其拒水性来白膜自身的连续性和较大的膜面张力。如德国 Enka Glanzstoff公司的 Sympalex薄膜、日本东纺织造公司的Bion II薄膜。</span></p><p style="max-inline-size: 100%; margin-bottom: 0px; clear: both; min-height: 1em; cursor: text; overflow-wrap: break-word !important; outline: none 0px !important;"><br style="max-inline-size: 100%; margin: 0px; padding: 0px; overflow-wrap: break-word !important; outline: none 0px !important;"></p><p style="max-inline-size: 100%; margin-bottom: 0px; clear: both; min-height: 1em; cursor: text; line-height: 1.75em; overflow-wrap: break-word !important; outline: none 0px !important;"><span style="max-inline-size: 100%; margin: 0px; padding: 0px; cursor: text; font-size: 16px; overflow-wrap: break-word !important; outline: none 0px !important;">　　</span></p><p style="max-inline-size: 100%; margin-bottom: 0px; clear: both; min-height: 1em; cursor: text; overflow-wrap: break-word !important; outline: none 0px !important;"><br style="max-inline-size: 100%; margin: 0px; padding: 0px; overflow-wrap: break-word !important; outline: none 0px !important;"></p><p style="max-inline-size: 100%; margin-bottom: 0px; clear: both; min-height: 1em; cursor: text; overflow-wrap: break-word !important; outline: none 0px !important;"><br style="max-inline-size: 100%; margin: 0px; padding: 0px; overflow-wrap: break-word !important; outline: none 0px !important;"></p></section><section class="_135editor" data-role="paragraph" style="max-inline-size: 100%; margin: 0px; padding: 0px; border: 0px none; z-index: 0; overflow-wrap: break-word !important; outline: none 0px !important;"><p style="max-inline-size: 100%; margin-bottom: 0px; clear: both; min-height: 1em; cursor: text; overflow-wrap: break-word !important; outline: none 0px !important;"><br style="max-inline-size: 100%; margin: 0px; padding: 0px; font-family: 微软雅黑, &quot;Microsoft YaHei&quot;, sans-serif; font-size: 17px; caret-color: rgb(255, 0, 0); overflow-wrap: break-word !important; outline: none 0px !important;"></p></section><section class="_135editor" data-role="paragraph" id="autoparagraph" style="max-inline-size: 100%; margin: 0px; padding: 0px; border: 0px none; z-index: 0; overflow-wrap: break-word !important; outline: none 0px !important;"><p style="max-inline-size: 100%; margin-bottom: 0px; clear: both; min-height: 1em; cursor: text; overflow-wrap: break-word !important; outline: none 0px !important;"><br style="max-inline-size: 100%; margin: 0px; padding: 0px; font-family: 微软雅黑, &quot;Microsoft YaHei&quot;, sans-serif; font-size: 17px; caret-color: rgb(255, 0, 0); overflow-wrap: break-word !important; outline: none 0px !important;"></p></section></div>