<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; overflow-wrap: break-word !important; outline: none 0px !important;">　　（一）纱线的线密度</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; overflow-wrap: break-word !important; outline: none 0px !important;">　　纱线线密度的确定是织物设计的主要内容之一，应当根据织物风格、用途与档次的高低，选用适宜的纱线线密度。</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; overflow-wrap: break-word !important; outline: none 0px !important;">　　平布经纬纱的线密度较接近。细平布布身薄，平滑细洁，手感柔韧，线密度在20tex以下。粗平布质地粗糙，布身厚实、紧密，线密度选32tex以上。中平布则介于两者之间。</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; overflow-wrap: break-word !important; outline: none 0px !important;">　　府绸线密度较小，经纱线密度等于或低于纬纱线密度。织物轻薄柔软，有丝绸感。</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; overflow-wrap: break-word !important; outline: none 0px !important;">　　斜卡类织物经纬纱线密度的比值一般为0.76：1～1：1，经纱易凸现于织物表面。</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; overflow-wrap: break-word !important; outline: none 0px !important;">　　贡缎织物的经纬纱线密度一般相同。直贡织物经纱线密度较纬纱低，经缎效应好，手感厚实。横贡织物经纱线密度较纬纱高，柔软、光洁，纬面效应突出。</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; overflow-wrap: break-word !important; outline: none 0px !important;">　　麻纱为低线密度纱织物，布身轻薄。具有丝绸风格的变化麻纱和高级柳条麻纱织物，可选用更细的纱线。</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; overflow-wrap: break-word !important; outline: none 0px !important;">　　绒布主要是纬纱拉绒，通常单面哔叽绒经纬纱线密度比值为1.5：1～2：1；双面平纹绒布约2：1。厚绒纬纱选用58.3tex以上，薄绒纬纱选用58.3tex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; overflow-wrap: break-word !important; outline: none 0px !important;">　　灯芯绒常采用中等线密度的纱线，纬密比经密高很多，纬纱线密度与织物密度有关。纬纱线密度低，纬密相应增加，织物毛绒稠密，固结也较牢固。</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; overflow-wrap: break-word !important; outline: none 0px !important;">　　麦尔纱、巴里纱均为轻薄织物，选用低线密度纱。麦尔纱常用普梳纱，纱线线密度为10～15tex；巴里纱采用精梳纱、线，单纱通常为9～15tex，股线为J6.5texx2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; overflow-wrap: break-word !important; outline: none 0px !important;">　　绉类织物轻薄，手感松软，反光柔和。薄型产品线密度较低，且纬纱线密度稍高于经纱线密度。</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; overflow-wrap: break-word !important; outline: none 0px !important;">　　（二）纱线的捻度、捻系数与捻向</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; overflow-wrap: break-word !important; outline: none 0px !important;">　　府绸经纬纱的捻度，对织物的手感、光泽、菱形颗粒有较大的影响。通常经纱捻度稍小，纬纱捻度适当大些。为突出表面菱形颗粒，经纬纱配置相反捻向。</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; overflow-wrap: break-word !important; outline: none 0px !important;">　　斜卡织物中股线与单纱捻系数的比值，经纱为1.2：1左右，纬纱为1.2：1～1.4：1左右。经纬捻向与斜纹方向成垂直配置，纹路清晰、光泽良好。</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; overflow-wrap: break-word !important; outline: none 0px !important;">　　贡缎织物的经纱捻系数可高些，纬纱应低些。捻系数小，织物手感柔软，可减少布面起圈现象。其捻向应与组织点飞数协调一致，以显现较好的光泽。</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; overflow-wrap: break-word !important; outline: none 0px !important;">　　麻纱织物采用经纱高捻度、纬纱低捻度，经纱捻度比一般织物高10％左右，纬纱捻度比一般织物低些。</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; overflow-wrap: break-word !important; outline: none 0px !important;">　　绒织物从绒毛效果看，在满足纬强的条件下，采用低捻度为好。经纬捻向不同，可使织物手感厚实而柔软，绒毛密布均匀。</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; overflow-wrap: break-word !important; outline: none 0px !important;">　　灯芯绒织物纬密较高，经纱捻度可适当增加。降低纬纱捻度，便于割绒，并可保持绒条的圆润而使织物柔软。</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; overflow-wrap: break-word !important; outline: none 0px !important;">　　经平绒织物要求绒毛松弛，便于刷绒、剪毛，地经的捻度比一般经纱略高些，纬纱捻度与一般纱线相近，绒经捻度不宜过高。</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; overflow-wrap: break-word !important; outline: none 0px !important;">　　麦尔纱的经纬捻系数与一般织物相同，巴里纱布身挺括、滑爽有弹性，经纬采用强捻。</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; overflow-wrap: break-word !important; outline: none 0px !important;">　　绉织物的经纱为普通捻系数，纬纱采用强捻，其捻系数为普通捻系数的1.8～2.5倍。线密度低的绉布、条形绉等易起皱，其捻系数值可选小一些。</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; overflow-wrap: break-word !important; outline: none 0px !important;">　　羽绒织物经纬紧度大，经纬纱为精梳纱，捻度较府绸织物略低。羽绒织物的捻向一般均为Z捻。当经纬分别选用Z、S捻时，则织物柔软，光泽更好。</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; overflow-wrap: break-word !important; outline: none 0px !important;">　　（三）织物组织</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; overflow-wrap: break-word !important; outline: none 0px !important;">　　本色棉织物的组织一般采用平纹、斜纹、缎纹，2变化纬重平、变化方平和平纹地小提花等组织。常用的棉织物组织见表12-2所示。</span></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; overflow-wrap: break-word !important; outline: none 0px !important;"><img 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" alt="" style="width: 635.222px; height: 363.232px;"></span><span style="max-inline-size: 100%; margin: 0px; padding: 0px; cursor: text; overflow-wrap: break-word !important; outline: none 0px !important;"><br></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; overflow-wrap: break-word !important; outline: none 0px !important;">　　（四）织物的紧度、密度</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; overflow-wrap: break-word !important; outline: none 0px !important;">　　织物的紧度、密度是影响织物结构的重要因素之一，直接影响到织物的风格特征和物理机械性能。</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; overflow-wrap: break-word !important; outline: none 0px !important;">　　通常平布经纬紧度均为50％左右，经纬紧度比约为1：1，质地坚牢。</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; overflow-wrap: break-word !important; outline: none 0px !important;">　　府绸要求菱形颗粒清晰丰满，经紧度大（65％～80％），经纬紧度比约为5：3。</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; overflow-wrap: break-word !important; outline: none 0px !important;">　　斜纹织物中，哔叽的经纬紧度及经、纬紧度比值小，织物较松软，交织点较清晰，纹路宽而平；华达呢经纬紧度及经、纬紧度比均较哔叽大，且经紧度比纬紧度大一倍左右，布身较挺括，斜纹线凸出、饱满；卡其经纬紧度及经、纬紧度比为最大，布身厚实，紧密而硬挺，纹路细密，斜纹线较华达呢更为明显。</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; overflow-wrap: break-word !important; outline: none 0px !important;">　　贡缎经纬交织点少，组织结构紧密，经紧度大，织物光、软、滑、弹。</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; overflow-wrap: break-word !important; outline: none 0px !important;">　　麻纱织物经纬密度、紧度较小，一般经紧度小于或接近于纬紧度，织物轻、薄、透、凉。</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; overflow-wrap: break-word !important; outline: none 0px !important;">　　绒布纬紧度大于经紧度。通常双面绒的经纬紧度比约为1：1.7，单面哔叽绒的经纬紧度比约为1：1.2～1：1.7。</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; overflow-wrap: break-word !important; outline: none 0px !important;">　　灯芯绒纬密高出经密很多，考虑到毛绒的长度、固结牢度及割绒等因素，通常选择纬紧度为经紧度的3倍。</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; overflow-wrap: break-word !important; outline: none 0px !important;">　　麦尔纱、巴里纱紧度不宜过高，比一般细平布小，使织物具有较好的透气性。</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; overflow-wrap: break-word !important; outline: none 0px !important;">　　烂花织物紧度包括包芯纱和筛网部分的紧度，一般经紧度为45％～48％。</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; overflow-wrap: break-word !important; outline: none 0px !important;">　　绉布一般稀薄、透气性好，起皱后无透光现象，其总紧度较平纹织物的总紧度稍低。</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; overflow-wrap: break-word !important; outline: none 0px !important;">　　羽绒布透气量小，撕破强度高，织物的紧度必须较一般平纹织物高。</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; overflow-wrap: break-word !important; outline: none 0px !important;">　　（五）织造缩率</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; overflow-wrap: break-word !important; outline: none 0px !important;">　　经纬纱织造时相互交织而屈曲，使织物的经向长度或幅宽小于相应的经纱长度或筘幅，织物中原纱长度或宽度与坯布长度或宽度的差值占织物中原纱长度或宽度的百分率，称为经、纬织造缩率，织造缩率与织物风格、原料消耗及整理都有着密切的关系。</span></p><p style="text-align: center; max-inline-size: 100%; margin-bottom: 0px; clear: both; min-height: 1em; cursor: text; overflow-wrap: break-word !important; outline: none 0px !important;"><img 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" alt=""><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; overflow-wrap: break-word !important; outline: none 0px !important;">　　纤维原料、经纬纱线密度、纱线结构、织物组织、经纬密度以及织造中的张力情况等，都会影响织物的经纬织缩率。织物的经纬织缩率与织物的匹长、幅宽、筘幅、用纱量等规格设计有关，因此，应正确测量和把握织缩率。</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; overflow-wrap: break-word !important; outline: none 0px !important;">　　确定织缩率的方法很多，通常用参考类似品种的经验数据，或分析计算，或用试织并加以修正的方法来确定。常见本色棉布的织造缩率见表12-3。</span></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; overflow-wrap: break-word !important; outline: none 0px !important;"><img 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" 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