<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）线型设计</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; overflow-wrap: break-word !important; outline: none 0px !important;">　　根据织物设计的构想而合理确定经纬丝线加工工艺的设计，称为线型设计。线型设计的主要方法是并丝和捻丝工艺。经纬丝线采用一种或多种原料搭配，是否上浆或加捻，丝线的结构等，都会影响产品的外观和内在质量。</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="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;">　　1．并丝 并丝是将单根丝并合成为股线，分为有捻并丝、无捻并丝。并丝可设计成需要的丝线线密度，增加牢度，改善丝线的均匀度，改善织物的品质。</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;">　　通常并丝工艺安排在整个准备工序的前部，为防止纬线染色不匀，避免织物色档，可将并丝工艺安排在丝线染色工艺之后进行。有捻并丝机的并合根数一次最多6根，6根以上应分两次并合，并丝捻度一般40～200捻／m。丝线并合根数、工艺流程等可用一定的并丝工艺表示。</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;">　　生织绸：线密度x丝线根数、原料名称或丝线根数／线密度、原料名称。如：22.2／24.4dtex*2（2／20／22旦）厂丝；</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;">　　色织绸：线密度*丝线根数、原料名称、色名、并丝根数；或丝线根数／线密度、原料名称、色名*并丝根数。丝线根数与并丝根数，分别反映了工艺流程的先后顺序。如133.3dtex*1（1／120旦）有光人造丝（洋红）*3。而22.2／24.4dtex*2（2／20／22旦）厂丝＋33.3／35.6dtex*1 （1／30／32旦）厂丝，则表示不同属性、不同规格或色泽的原料并合，每种原料均包括丝线根数／线密度、原料名称等。</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;">　　2．掩丝 捻丝是将单丝或股线、生丝或熟丝、桑蚕丝、人造丝或合纤丝等进行加捻。丝线加捻后，可使织物质量有较大的改善。如为增加绉纹效应和弹性，应充分利用加捻丝线回缩力的作用。为使表层丝线隆起而形成高花效应，可利用强捻丝线沉入织物反面来达到。同样，捻丝可使织物光泽柔和，或产生隐条隐格效果。复杂线型可使织物表面具有显著的绉效应，并使织物的手感松软，富有弹性。</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;">　　通常可用捻丝工艺方法反映捻度、捻向和工艺的前后次序。表示为：原料规格、捻回数、捻向／单位长度。如133.3dtex*1（1／120旦）无光人造丝6S捻／cm。</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;">　　3．丝线加捻 丝线加捻程度与捻向对织物的手感（如柔软度）、外观（如光泽、绉效应）、内在质量（如强度）等都有密切影响，设计时需要恰当选择丝线的加捻方法。</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; overflow-wrap: break-word !important; outline: none 0px !important;">　　丝线按加捻程度一般分平丝（无捻丝）、弱捻丝、中捻丝和强捻丝四种线型类别。捻度取决于丝线的性能和粗细。采用2～4根并合的22.2／24.4dtex（20／22旦）的桑蚕丝或同线密度的人造丝、合纤丝等，一般弱捻丝为10捻／cm以下，中捻丝为10～20捻／cm，强捻丝为20捻／cm以上。</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;">　　弱捻丝可增强丝线的强度，避免精练、染色等加工时擦毛断裂；削弱丝线光泽，使织物柔和滑润；增加经纬丝线间的摩擦力，便于打紧纬线，满足纬密要求。</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;">　　强捻丝可使织物表面皱缩，形成绉效应；增加织物的强度，提高织物的弹性；强捻丝的回缩力，可使织物表面凸起；强捻丝具有较强的扭应力。经、纬丝采用2S、2Z排列时，织物绉效应好。如乔其纱的经纬丝均用2S、2Z的强捻丝，密度小，经纬丝线充分收缩，织物薄而透明，绉效应特佳。如平纹双绉、斜纹九霞缎、万寿缎；缎纹桑花缎、花绉缎等，经为无捻丝，纬用2S、2Z的强捻丝线，织物绉效应显著，弹性优良，质地柔软。</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;">　　中捻丝是一种较为特殊的线型，其织物表面特点不明显，生产中常改变其线型。如碧绉线：［22.4／24.4dtex*3（3／20／22旦）厂丝17.5S捻／cm＋22.2／24.4dtex*1（1／20／22旦）厂丝］16Z 捻／cm，它由一根加捻的粗丝（一般数根丝并合）与一根较细的无捻（或弱捻）丝合并，再反向加捻而成。较细的无捻丝成芯线，较粗的丝环绕在芯线周围而成抱线。抱线单独加捻产生捻缩，再与无捻芯线并合反向加捻，则抱线的捻缩将逐渐消失，而无捻芯线却因加捻产生捻缩，因此，抱线均匀自然地环绕在芯线上。用该线制织的织物表面呈现水浪形绉纹。</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）经纬密度设计</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; overflow-wrap: break-word !important; outline: none 0px !important;">　　经纬密度设计涉及原料的特性、经纬线的结构与性能、织物的组织结构、织物的性能、用途、重量与厚度要求等因素。织物结构与设计</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; overflow-wrap: break-word !important; outline: none 0px !important;">　　经纬密度设计时，可利用紧度法、经验估算法、选择同类相似织物密度作参考等方法确定织物的经纬密度。丝织物中一般以根／cm作经纬密度。经纬粗细相近的平纹织物，一般纬密小于经密或基本接近，织物平整光洁。缎纹组织一般经密为纬密的2～3倍，缎面丰满肥亮。</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;">　　织物的上机经密＝上机纬密*经纬密度比。经纬密度比可根据经纬丝的线密度、组织结构和织物的使用特点而定。如乔其纱的经纬密度之比接近1：1。一般平纹织物纬密比经密小20％～30％，斜纹小30％～40％，而缎纹小50％左右。利用经纬密度比，可确定经纬密度的范围。纬密的确定还与品种、原料、工艺和用途有关，如桑蚕丝织物精练后要脱胶，加捻的涤仿真丝织物要碱减量，为防发疲，纬密要适当增加。</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）筘号设计</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; overflow-wrap: break-word !important; outline: none 0px !important;">　　筘号的选用一般由原料粗细、组织结构和织物外观效果来确定。高经密、低线密度织物，宜选用较大筘号；粗厚型丝织物选用小筘号；质地细密、平整的丝织物选用大筘号。熟织筘号大些，生织筘号小些。内筘号应根据经丝组合、经密、织物组织、织幅及外观效应与织造生产率来确定。丝织物中一般以筘／cm作筘号单位。</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;">　　每筘穿入数与织物组织、原料等有关。如选择强力较差的人造丝为经，经密大的织物，应适当减小筘号、增大每筘穿入数，可减少摩擦而利于织造。</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）筘幅设计</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; overflow-wrap: break-word !important; outline: none 0px !important;">　　筘幅由成品幅宽决定，成品幅宽确定后，应根据织物所用原料、密度、结构、织造工艺、后整理工艺等情况，制定上机筘幅。</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;">　　筘幅由筘内幅和绸边筘幅两部分组成。绸边与绸身在原料、经丝密度、结构等方面都不相同，因此，应分别设计、计算筘内幅和外幅。</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 src="data:image/png;base64,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" alt="" style="width: 25%;"></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;">　　织物下机后，经纬丝线会产生一定的收缩，而生丝绸练漂、染色，也将产生一定的练缩。因此，将织造产生的织缩与练漂产生的练缩，统称为幅缩率。</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 src="data:image/png;base64,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" alt="" style="width: 25%;"></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;">　　熟织产品仅有织造幅缩，生织产品既有织造幅缩，又有练漂、整理等染整幅缩。通常熟织绸的幅缩率控制在4％以内，而生织绸的幅缩率均在4％以上。</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;">　　经纬丝线均无捻且密度相近的织物，幅缩率大小顺序为：缎纹＜斜纹＜平纹。若经线无捻，纬线加捻（中捻以上），则幅缩率顺序为：平纹＜斜纹＜缎纹。</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;">　　在原料、织物结构相同时，密度减小，幅缩率增加。纬线捻度在中捻以上时，增加纬密，幅缩率则明显减少。在原料、密度、组织结构不变时，捻度与幅缩率成正比。纬丝捻度增加，幅缩率也增加。而同捻度、不同捻向排列，对幅缩率有直接的影响。同一属性的短纤纱幅缩率大于长丝。此外，不同后整理工艺，不同原料，其缩幅率也不相同。设计中通常参考同类相似绸缎规</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;">　　格，综合确定幅缩率。</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;">　　（五）绸边设计</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; overflow-wrap: break-word !important; outline: none 0px !important;">　　绸边应平挺、整齐、光洁，绸边强力应大于绸身，厚度应与绸身基本接近。</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;">　　绸边经丝应根据织物的类型、组织结构来加以选择。一般单经织物边经丝与内经丝相同；重经织物边经丝采用内经丝中密度较大、强力较好的一组经丝，双经织物的边经选择时，若纹、地两经原料性能、线密度差异特别大时，可同时选用；经高花、袋织高花、烂花绡、绒、挂经织物，边经丝采用地经丝。高档丝织品边经的原料，可另选不同色彩、原料缩率与线密度相近、染色性不同的其他原料。</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;">　　绸边宽度：一般熟织绸、印染绸、合纤绸为1cm*2，双层绒为1.5～2cm*2，和服绸为0.5cm*2,</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;">　　绸边密度视组织、内经密度、原料性能和线密度而定，一般约为内经密度的1.1～1.5倍。边经与内经同原料时，边经密度选择如下：平纹织物边经为内经的1.5倍左右，斜纹织物为1.2～1.3倍，缎纹织物为1～1.1倍，变化织物内经1.3～1.4倍，重经织物为0.8～1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;">　　绸边组织按原料特性、线密度、经纬密度、织物正身组织的织缩率等因素确定。通常绸边有大边和小边（把门边）之分，小边多为平纹、变化纬重平，以确保大边组织成型，防止纬线脱边的产生。</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;">　　绸身平纹，纬密不大时，绸边采用平纹；纬密大时，绸边采用2/1经重平或2/2、2/3经重平；绸身为斜纹时，绸边可采用各种经重平或斜纹组织，其斜向与绸身相反；绸身为小枚数缎纹，绸边采用2/2、3/3、4/4、3/4等经重平组织；绸身为大枚数缎纹，绸边组织同正身缎纹组织；绸身为变化组织，绸边采用2/1、2/2、3/3等重组织。</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;">　　绸边应防止边密度过大、边组织过紧或边经张力过小而造成紧边的现象；还要避免边密度过小或边组织过松而产生松边（荷叶边）的现象。</span></p><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>