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2023-05-26 15:21:18
<p style="text-align: right; 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;"> 色织物规格设计,需要确定织物品种、原料、纱线结构、经纬密度、织物组织以及织物的幅宽、匹长、总经根数、每花经纱根数、配色循环、劈花、每筘穿入数、筘号、筘幅、织物重量与用量等。它涉及织缩率、幅缩率、染缩率和捻缩率等较多的技术数据。</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.经纬织缩率 经纬织缩率的大小,影响到用纱量、墨印长度、筘幅和筘号等计算。实际生产中一般参照类似品种的资料和经验数据,并经过试织,进行修正确定。双织轴织物的经纱织缩率,一般可在试织比较后再定。</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.染整缩率 色织物在整理加工中,长度、幅宽会发生变化。染整缩率与色织物品种、原料、组织、密度和染整工艺等因素有关。一般整理工序多,染整缩率大;密度高,染整缩率小;组织松软,染整缩率大。</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: 192.885px; height: 99.6456px;"></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;"> 3.坯布幅宽与长度 坯布幅宽需要根据整理的工艺条件来确定。色织物包括经大整理、不经大整理两大类。如线呢、贡呢、被单布等不经大整理的直接产品,其坯布幅宽接近成品幅宽,若织物经轧光加工,则幅率应略大6~12mm;T/C府绸、彩格绒等经过大整理加工的产品,因整理工艺的不同,产品的幅缩率也不同。</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: 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;"> 坯布幅宽允许有一定范围的偏差。</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;"> 色织大整理产品的坯布长度可根据成品长度,并考虑整理时的长缩率或伸长率而定。</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;"></span><img src="https://dayaotex-edu.fsh.bcebos.com/v1/dayaotex-edu/image.png?authorization=bce-auth-v1%2F59b7a26546d74b64bfd056b483465817%2F2023-05-26T07%3A09%3A11Z%2F-1%2F%2F48a5ff3688424ccab562c7ac214f317bf810d651f66cc880a7cfd26d0fcc583f" data-filename="" style="width: 25%;"><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="text-align: right; 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;"> 后整理伸长(缩)率,是指后整理的伸长量或缩短量对加工前原长的百分比。经大整理的产品,落布长度允许偏差-1~2m;不经大整理的直接产品,落布长度只允许有上偏差。</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;"></span><img src="https://dayaotex-edu.fsh.bcebos.com/v1/dayaotex-edu/image.png?authorization=bce-auth-v1%2F59b7a26546d74b64bfd056b483465817%2F2023-05-26T07%3A09%3A50Z%2F-1%2F%2F81381a55da339e84683c7b7f744a9c2c5aa96302b1afddf16a42f3326fe2937e" data-filename="" style="width: 25%;"><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;"> 4.总经根数</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: 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;"> 总经根数、每花经纱数、劈花、筘号、每花穿筘数与上机筘幅等互相联系,设计中需反复调整计算。通常先初算总经根数,初算总经根数=坯布幅宽x坯布经密。最终的总经根数,应为每筘穿入数的整数倍,并尽可能为组织、穿综循环的整数倍。色织物的总经根数在劈花时还会有调整。</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;"> 5.每筘穿入数 经纱的每筘穿入数与织物的纱线线密度、组织、密度、产品质量要求等有关。同一品种采用不同的穿入数会产生不同的效果。采用股线、结子线和毛巾线等花式线做经纱时,宜减少每筘的穿入数。</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;"> 6.边纱根数 边纱根数的确定,以保证顺利织造、整理加工与布边整齐为原则。色织物的边宽一般每侧边取0.5~1cm。有时为了调节劈花的需要,可适当加宽布边。</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;"> 7.每花经纱根数、纬纱根数</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;"> 每花经纱根数=每花各色条经纱根数之和</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: 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;"> 每花经纱根数应根据组织循环经纱数、穿综、穿筘等要求做适当的修正。同样,可以根据纬密、纬色条的宽度,求得每花纬纱的分色纬数。</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;"> 8.全幅花数</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: 25%;"></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;"><br></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;"><font face="宋体"><span style="font-size: 14px;"> 全幅花数不为整数时,劈花时要考虑加减头。通常选择加、减头中少的为宜。</span></font></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;"><font face="宋体"><br></font></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;"><font face="宋体"><span style="font-size: 14px;"> 9.每花筘齿数、金幅筘齿数</span></font></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;"><img 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" alt="" style="width: 25%;" class=""><font face="宋体"><span style="font-size: 14px;"><br></span></font></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;"> 例如:某缎条府绸的总经根数为5296根(边纱48根),每花经纱为328根,其中平纹部分156根,缎条部分172根。</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;"> 平纹2入/筘、缎条4入/筘、边纱(2筘x4入/筘+8筘x2入/筘)x2,共用20齿。则:</span></p><p style="text-align: justify; 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="text-align: center; width: 25%;" class=""></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="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;"><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;"> 10.确定筘号 可参考白坯织物的筘号计算,计算后的筘号应修正为整数。</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: 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;"> 工厂习惯使用2英寸内筘齿数的实用筘号,工艺计算时则采用1英寸内筘齿数的名义筘</span>号。均匀结构织物结构织物的<img 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pXC2dkZ06ZNg6+vL4gI3t7eNUpPBgYGaNOmjdJn8aQ+efJkAMCmTZtApNy0MTIyssY6A3KrmlatWkFTU5PNCP4MUgeAiRMnguM4GBgYIDY2Fm3atGHtk5WVpTTPzZs3WZq6UF9JvaysDOXl5TXOKpRBJpNh6dKlkEgkWLRoEUpKSrB06VI4OTnB398fTk5O0NbWhrq6OpycnODk5AQiuWrw6tWrAOSzr2XLlkFbWxtmZmZYu3YtC7zw0blzZ0ybNg3Tpk1jfb8qqefk5GD69OmQSqXQ09ODv78/GjZsyPrazp070bVrV+jr67Ny+HWwRYsWsXJOnDgBJycnSKVSODo6YvXq1YJy+HHL/66LFi2CRCKBiYkJnj17prSNeFIPCAiotS1FUv8bYG9vz0j9/Pnz0NPTQ+fOnZGeng4iQlBQEF6+fAkXFxcQkcLiSGVlJVtxJyLo6Oiwe4GBgdDW1mbXI0eOBJFyHXtUVBSTPmbPng0bGxulemiZTIYlS5Zg9OjR6NOnj4DwT5w4ARMTE8FMo6bQs2dPAMDhw4eRkpLCyuBtk2si9crKSoFOskuXLujYsSOaNm3K1C9z586Fk5MT8vPz2QIZx3EKduAFBQWwt7dHgwYNlOrEgT9I/eTJkwBqJ/UrV65g9OjR2LNnj9KyALD68KqR5ORkSCSS907qwB+/Nx/c3d2RmZlZY/qHDx+iQYMG743UY2JiYGZmhubNm6N3794YPXq0IMydO1dpvg0bNij0FxMTEwQFBSEqKorp/S0tLREVFYXXr1/DwcEBlpaWePnyJQDg9OnTbDGXz9+xY0d8/fXXWL16NfT09PD5558zs2He+uyXX35h9Xj27Bn09PRAJDfz5S2e+JlZcnIyunbtCjs7O5aHn41VNSY4ceIEiAhTp07FixcvkJ6eDn19fSZwEBFOnz6NDRs2YOTIkSgtLcXGjRvh7e1dY9vy6sb/Sf1SWFiIiIgI5OTksDiZTIZt27bh4cOHtRYMgHXADRs2YPbs2bVuojh+/DguXbqkEC+TydCzZ08EBQUpmCNt3rwZQUFB9dqcIZPJcPPmTZSXl7O4yspKlJeXo7KyEo8fP8aWLVveSrp4V/CkHh0dDX19fejo6CArKwt5eXmMZAG5mZu9vT2kUinCw8NZ/pCQEEgkEqxYsQJ9+vRhpF5eXg53d/d6kXp0dDTTdRsbG8PW1hY2NjaYO3cunJ2dBaFly5asI1a1xw4LC4OtrS27t3jxYpw+fRpTpkxh0/5u3bphypQp2LdvH2JjY5WS0rlz52ol9Z07dzJdalUJuqpOPT4+HhKJBHZ2duA4DlZWVkpt9oODg8FxHL755htB/KtXrxAREYGhQ4eygWxkZARnZ2dYW1sLrp2dnWFkZMTajuM46Ojo4O7du0rr//3330NVVZVJlHfu3HknUm/RokWd/TMtLY2puKoTTU3o0KEDrKysGDnWhPqQ+pYtW6CqqlpjaN26tdJ8kZGRUFVVhampKaZMmYKYmBhm8QX8saGNV79kZ2ejWbNm7JpHUFAQy191E15OTg4bd1OmTMGDBw9gYGCA4OBghTY9ffo0EhISUFBQgODgYDRv3pwJUd988w26du0KdXV11hdsbGwU2rq0tFSBbx48eMBmabzQUF5ezsL9+/dha2uL/v37K92X0KNHD3AcV+dmt1pJnf8CmZubs7jjx4/XS5d48+ZNGBsbIzY2lk07eMP86sjMzASRfIGw+rQ/OjoaRHJzsqqrwzk5OUwntWbNGgDyj8iVK1cEpnI85s2bxxozICAAY8eOZQuTvBqjLhXA+wLfuaqGoUOHMlIPCgpiaXft2gVNTU3Mnz8fgHx13tDQkLVlYGAgI/WCggIQUb1IndcxEslX3ufMmYMrV67gwoUL2Lp1K7Zu3QorKyvY29uz661btwok7IMHD2Lr1q3YvHkziOQmXTxGjx4NIkJUVBSAP3TiZmZmCtNLXqfu7OystL1cXFzwzTffsM1HykidT1fbb8h/PLp06aJwLysrS/CeW7duRXBwMNupW1X6W7duHdq1a4d27dph2bJlOHLkCO7du6f0mcrwtuqXixcvQiKRYNy4cbWmy8zMZGoJPhgaGirddVkVoaGhICIcPny41nR/5kJpdcTHx2PHjh1s/aY6qe/fv19wXTXflStXMHHiRIwdO5aFIUOGgIjQqFEjtr7B69QXLlwoKCMpKQlXrlzBlStX4OrqCj8/P7Rq1QpEhNzcXHTt2hVmZmasn/A6dp7U4+Pj2XM9PT3Z/1X3OfBCAt+PqofqgmpWVhasrKzQrl27OttOQOqVlZWCwL+0r68vi+M3CMyePRuVlZX46aef4OnpifXr1wsK5jfE9OnTh5F6WloaUlNTceXKFfY8mUzGSN3Hx0dQxps3b5hNcosWLbBhwwYMGjQI7du3F6gfFi9ejA0bNmDcuHEgIqWdf/fu3SAi2NjY4OLFi0hMTERUVBQOHDiAL774gkmc06ZNq7PR3gXp6enw8fGBi4sLk5AlEgl69OiBjRs3Ijs7W0FS53HgwAFkZ2cDAH777Tds2rSJ3VNG6lKpFC4uLnBxcWGLhtVJvaCgAImJibh27RoKCwtRWVmJGzduCEzqnJycBLrvmlBSUgIiQtu2bVnc6NGjoaamxqwTHj16BCMjI5ibmyvdaDNgwACoqKgoJcf79+8DQI2kHhERAQDMQsHU1FRBan716hVcXFxgbm6u1DyzJsyZMwdEhJYtW8Lf35/NsP4XvC2pBwUFgeO4Wk00s7KymJDSokULXLt2DcOHDwfHcTAyMsKNGzdqzHv58mVIpVJ06NChRvcADx8+ZIuFfwapb9myBX5+fqzfSqVSODg4sMVOntQ1NDTQtm1bpmaZN28eALl5Yps2bVg8x3GQSqUYP348E/7s7e0Fu2Gzs7Ph4eEBAwMD/P777wCA1atXs01n/Fiyt7dn6xPbtm1TUL/w3MKTek5ODhITE5UGnj+tra3rbbYM/GEGXdeHFwAoPj6ebXjgJZ13Cfr6+sjIyGAFDxgwAETEbCuJ5KvMjRs3hqamJk6dOgUbGxs0bNgQcXFxICKEhYUJKjdz5kym21L2TFVVVUZavKTn7u6Obt26Kbwov3Ozph1Z/ICtumL+PnH16lVG5q6urtiyZQv7uPFQJqnXhtLSUtjZ2SmQurq6OrZs2QJnZ2fWMasSQkZGBlasWIFPP/1UoKs2MzMTEE11Us/IyFBqdseTetUP4ujRo6Guri5I16pVK3Ts2FHpu9y6dQtaWloICAio0bTrxYsXSkm9RYsW6N+/PziOY5uviOQWOfHx8SgsLERoaCg4jqvXoADkqsft27ezjwT/seEXi729vXHixAk8efIE8fHxteqt+fLi4+MRHx/PZo31IfXTp0+DiNC9e/da002ePJl9WF+9esXieZXV0KFDa83P70lQNrW/dOkSk3R5cty9e3eddX8bNGrUiAldI0aMUBinVSX1lJQUBAYGol+/fgL1hr+/PzQ1NTF8+HCWn9fFT548Wakd+JEjR9g7AXKrKL4dFy5cyLiRXxdJSUlB165dmcA6dOhQ1i71UXU9fPgQRISmTZvWu2144dbNza1e7iKoqqTz4sULJCQksMDbQCsL3t7egrRVp+V8JVxdXQULaIGBgZg4cSImTpyIM2fOMF3UmjVr2CDkcenSJairq2PcuHEoKipiDRkeHs7+X716NX755Rf2Za2uuqkKvlNWXaHmUVpaykyN/ixSB+RmUgkJCTX+MMpIfceOHcz3SHXwJF6T+iU9PR0TJ05UMJPi25sPAQEBWLNmDb788kscOXIEe/fuxcKFC6GpqQk7Ozt8//33OHfuHJydnaGjoyPQ7wNAYmIiI7+goCBs2rQJHTt2hEQiYdebNm2ClZUVbG1tBbbFVcEPkJp+A95PDU/qPBHxH6TTp0+jsLCQSdd84DcEtWzZUmm51XH37l2mkuvUqROuXbvG7hUWFjKfMETEts43atSoRjtzQO43pfoYqg+p8wtrdem7ExMTMXHiRIFgBcitlr788ss6t5ffuHED5ubmcHFxUSjj8uXLbNzy4X2Pk1u3buH48eMKz+ZRXf1SUlKi4K/lzZs3uHPnDgC5tBwcHAypVIpZs2bVOAMpKSmBu7s7zMzM8Pz5c5SUlCi1OedJ/fr163B0dISenh5ri27duv2ppB4YGAhdXV3Bgm5tICLl9rxZWVm4ePEi9PX1BZ24b9++aNu2LS5cuFCjHnH//v2wsbFBdnY2cnNz2crx9evXkZubi8jISCxZsoTZa/ODjrelzsrKAsdxmDBhAgC57pbjOKioqCA0NBQqKirsQwQAbm5u0NXVrdF/BvAHqXMcpzTw7/dnknpVnD9/XvB8KysrpmriOA6WlpYYO3Ysqxu/M646zp49yxaylenUlaGiogLDhg0TLBbys6LGjRujbdu2CqF58+ZwdHSEiYmJgikgb5JoamqqNC8f+A0dNe2Iq6ysxEcffQSpVKp00ZxXv/DrC/xg8vf3V0h74cIFzJgxo9667sLCQuzYsQODBg0Cx3Fo1KgRli5dWmP6xYsXM6GESLnPFGXgJX0iwpw5c2pNO3r0aGhpadXL38f7wP3792FhYYEvvvjiLzEYeBvwpF5flVVqairatm1b585qQO41le9TNWH58uXMksjR0RHt27dn906dOgVfX996OTrjSd3a2lrp7unqOHHiBDiOE/hsqgscESE9PZ0sLS2Jx6VLlygwMJB69epFenp6ZGBgQKGhoURENGXKFHJxcaG0tDRauXIlTZgwgVatWsXyPnv2jLp160b379+n1q1bU3FxMSUnJxMRkaWlJeno6LBrHgkJCeTq6komJib06tUrqqiooMTERHJ2diY1NTVaunQphYWF0ccff0xGRkYUFxdHnTp1omHDhpGbmxu9fPmSDh48SMeOHaOpU6dSr169qDr8/f1p37599Mknn9CUKVMU7v/www8UERFBe/fupV27drG4Bg0aKKR9H0hOTqbw8HCytLSkfv360dmzZ8nNzY309PRoz549pKWlRY0aNaLLly9T69atSU9PjwICAkhdXb3GMmUyGfXt25d+/vlnunPnDtna2ta7PgUFBXTv3j1q0qQJGRkZKb0vkUgoMzOTzMzMSENDg90DQAkJCWRmZkYNGzas8RkBAQHEcRxFRUWRpqam4F5mZiYdO3aMOnfuTO7u7tSsWTNatWoVVVRUUEpKCo0ZM4aIiK5evUpSqZQKCgooLi6OiouLac6cOaSpqUkAaOvWrTRw4EAyNDQUlJ+VlUUSiUQhnkdqaiq5ublRVlYWDR48mDZu3EjGxsa1tllmZialpqbSoUOHqEmTJrWmdXBwoHv37lFRUREtXryYXr16RfPmzaPGjRuze9Xru3jxYvL09CR/f38W37FjR3J0dBSkffDgAVVUVJCKigr7a2dnRxzHCdIdPXqU+vbty+IfPHhAhw4dops3b1Lnzp2JSO5DPiIigqZPn06tWrWq9Z3+ShQXF9OhQ4fI2NiYunfvTpcvX6bi4mLS1NSkmzdvvlOZLVq0ICK5/3VLS0tydHSkbdu2UVlZGRER9evXj7S1tWn37t2koaFBXl5eZGJiQnv37qX09HQyNzenMWPGkJqaWr2fmZmZSXPmzCEiIkNDwzrHaFlZGd24cYPatGlDKioqLL5r16709ddfK83DkVw6FXScFy9eMJJv2rQp6erq0uPHjyk3N5d0dXWpadOmlJeXR48ePSKO4+jUqVPUrVs3IiJKS0ujESNGkJGREfn5+REAOnHiBB09epT8/PyoX79+9Pr1azIyMqKTJ0/SkSNH6Msvv6Q7d+7QwYMH6cCBAzRgwABKSkqiiIgIIpKT/pUrV0gikZBMJhP85TuoTCYjAMRxHP3000/Uq1cvevr0KS1btoyIiJ4+fUpHjx6lnj17Km3IZ8+eUWxsLPXs2ZNSUlLo7t27ZGxsTJmZmQpp9+zZQ7/88gu7bt26NRUUFJC7uzvp6uqSqVj1LU8AAA9NSURBVKkpWVhYCPLwJL5t2zYaPHgwXb58mezs7EhPT4/U1NRo//79LK2zszM1atSItLS0SF9fv+ZfvBrKy8spMjKSAAja5p8CyGeGNdaL/00rKyuJiEgikbB8/P9Vy5HJZMRxnOBeZWUlSaXSd6of34fetu34fLWB77Nve09Z2up1U/ZsZfXn25eHgYEBWVtb1+u59UF2djZpaGhQZmYmmZqaUmVlJZWUlJBEIqHU1FRq1qwZaWtrExExDuDx+vVrlo5IPgYePXpEBQUFSp9lZWVFJiYm763ufxV0dXVp2LBh76WcwMBApfdUiIju3LkjIHVjY2Pq1KkT3b17lxISEkhfX58GDBhAhw8fppUrV9L48ePp1q1b1KFDBzI0NCQ3NzeW18bGhuLi4ujy5csUFhZGo0aNIlVVVfnDVFQoMzOTfvjhBwoNDSUPDw86cuQI65SQW+MQkbwD8qeA2Nra0pUrV0hNTY1GjBhBpaWlFBMTQzKZjJYtW0adO3em9PR0Gj16NOnq6pK7uzsRyU8D4sswMTGhsWPH0rlz5yg2NpasrKyoZ8+egnfmG6lbt27k4eEh+DJWxbx58yglJaXGBg8ODqYVK1YI4mQyGclkMvrkk0+IiKh79+6C+3x8dVQ/CaUu8BJtly5dyM7OjoiIbt26RZqamtS4cWPaunUrBQQEKP1Y/Pjjj5Sdnf1Wz3tfMDMzo/79+/+lzzxw4AB5e3vT/fv3ycvLS3Dv3r175ODgQAcPHqSBAwdSVlYWERElJSWRo6MjHThwgKUdNGhQnVL9PxEmJibUtGlTSk5OJnt7+/+5vKysLNLS0qKXL1+ShYUFVVZWUlFREUkkEnr48CE5OTmRjo4OERG9evWKTE1NWd5Xr16RVCpl48rd3Z3u379PeXl5Sp/VqFEjMjc3/5/r/KFCQZ/08uVLtmU1Ly8P5eXl6NKlC4j+MKm5c+cOdHR0IJFIcP36dQXznJ9++glEcttzXqduZGTENm1IJBK2EDtv3jymt6/qG5nHb7/9BiL59vnmzZvDyckJgwYNgrGxsUD316RJE9jY2NR4QsjDhw+Zm9rw8HDcunWLhfT0dERHR2PZsmW1HkgByC1ZIiIiagx/hR2viD8XRUVFGDp0KBYuXFivgwmUYezYsVBTU1PYn3Hs2DGoq6tjwYIFb11mcXFxnV76lOH58+do2LAhhgwZgqKiIty+fRtFRUW4desWVFRUYG5uXquhgYh/DwSkfuPGDYwYMYLZuxLJDz+oet2zZ0/88MMPzN8BkXxzEr87iwdvp75p0ybmlS40NBQxMTEgkvv+5jd2KCP19PR0ZkXBmwISyU+9SU1NxeDBg2FsbCx4mSZNmtRqBbNs2bIarXn4Dw/916rmbXD79u23sjkV8c8Hv/hL/13IV4bk5GSEhoYq3dxz//59ZsrLWwsdO3YMANh46tu3L0s/Z84cpYvD1cFbGlV1iFYbOnXqhPDwcNy4cQNE8s1IU6ZMgUQigbOzM9uLYmBgoNTCSsS/B6mpqYiIiIBAv1BSUkLt2rWjdu3akaurK4uPjY0V/H/t2jUyNTUlJycngchfdaqUlJRERPJp9atXr4hIrn7hF6r09fXJzMyMiOS6veqYOXMm7d27l4jkev1Hjx5Rs2bNKCoqSqAXfBtMnTqVfv31V2rXrh01aNCABg8ezHTZV65coZ07d5KOjg45ODjUWk7Lli3p4cOH7LqyslKg292yZQuNHDnyneoo4p+BpUuXsv/HjRtHPj4+RER08eJFIpKr627fvk3Pnz+nyMhIhbWXhQsXMn3wvHnzaNeuXZSYmEguLi6UmJhIREQ6OjrUs2dPti4VHh5O58+fJ09PzxrrpaGhQVpaWvU++NrQ0JCCg4MpJiaGiOQ6+f3795Oamhr16dOHqZXWrFnD1ppyc3NJJpMpHZci/rn4/PPP6fjx43Kd+kcffURERB4eHuTh4aGQ2MPDgx4/fkxDhw6lS5cukba2Np08ebLWRZZBgwZRZGRkrZWYMGECOTs7k4eHh8Lp4ePHj6e0tDSaPHky+fr6krW1Nfn7+78zoRMRaWlp0ZEjRwRx06ZNIyK5ZQYR0ahRo5Raz1SFn58fZWRk0IMHD4hIvkJ97do1IiLy9vauURcv4t+BlStX0u3bt8ne3p6Cg4PJwcGBLl68SElJSdS5c2d2zQsln3/+uSD/0aNHadeuXdS7d29KSUmh5ORkUlVVpcDAQNqxYwcBoJEjR9LJkycpKyuLevfuzYSApk2b1lq35s2bU6tWrai0tLRe77Jw4UI6dOgQ+5DwJK6trU2vX7+mY8eOEZF8zWfHjh1EJBdKiouL6aeffvpXrhX8f0VVC6wa7SuzsrIwa9YsSCQSdOzYEdnZ2YiIiICqqio0NDSYHXDVXV08eNXKoUOHmPqlXbt2GDhwIIgIfn5+AOSbBLKysqCiogIVFRXB+ZR8ubwbgao+O/hDYwcMGICZM2ciICCA6cvroxtMT09nO+927twJFRUVSKVS5pmvPqjqjKewsBCFhYV1etET8c9GVYdYqqqqOHjwIO7du6cQli5dCm1tbYWt+7dv34a1tTW8vb2RkZGBvXv3sr6/Zs0aaGhoMH/YvDvYmnwiKcPNmzeZO9e6dP1z5sxhewPqCs2bN2f7RvT09ODg4KBwAIiIfzYqKirg7e0NsrKyYn5FqiI6OhqNGzcGEcHDw0Pgj3n9+vXMcx39Vz/u4+Mj8InBuwmoSuotW7ZkfmCmTp2Ky5cvw97enh1fpaamJtg1lZCQAB8fH3af16Hn5uaynXze3t4YMWIERowYwXSYdZE6v4PUxsYGPj4+rOO7u7v/r+0q4l+OwMBAcBzHNmPVFaqf1jRx4kTMnDmTXfObx6Kjo+Hu7i7whX3u3DkYGhq+1cYS3pEVESm4maiOly9f4sCBAzA2Nlaot7u7OxtDRITS0lLminn06NH1ro+Ifw6ePn0q313PezgEgNevX2PdunXw9fVlB9H++OOPSr0e3r9/X0Ck2traGDt2LLt/6NAhrF+/HhUVFYzU582bh+TkZKxfv5450d+/fz/7eNja2gqk/tzcXMyYMYMdARUYGMju9e/fH0ZGRoL0kydPxscff1yv3XApKSkYMWKEoJPX5b9DxIeNrVu3wszMDNu3b0d8fDyI5B4g8/Pz0b59e3Ach/379yM/Px8zZswA0R8uC3iUlJTg8ePHSEtLQ1paGjiOg6OjI5YvXw6pVIq2bdvCw8MDycnJOHLkCNatWwdbW1s0adJE4Vg9ZajqL7224/p4REZGQiqVKhzWraGhIfA9XlpayrwNbty48Z3bUMTfh8OHD8t9/1eN3LFjB9ue/vPPPysl8+q4efMmxo0bV6ujJP6sxps3byq9f+/evVrvr1+/HrNnzxb4TDlx4kSdBwvXhfLycsydOxfLli0TOEES8f8T6enpzNUEbxWyefNmAH84fnJzcwMAplbZtGkTvv32W3ZwweHDh6Grq8tCTRK+m5sbhg0bJnBRoezQ6ao4ceIEUzESyV1H1OTTBJB7xrSxsUHTpk2Zy2xbW1t89NFHrAz+41RaWspmxPWxwhHxz4WA1GUyGQoLC/+uuogQ8bfi1KlTCAkJQUhICDuTtVevXggJCWEHH1tYWCAkJIR5NO3ZsycsLCxgbm6OZ8+e4eXLl1ixYgVycnKwbds2cByHdu3aITg4GN9//z0jZV5AycnJgaurK1q3bl3neszEiRNBJHfAN2vWrDrNb318fODg4IAnT56wowZXrVqFx48fw9nZGSNHjmTH2Y0dOxYqKipwcnIS14X+5eCAOvY3ixDx/wShoaH06NEjIpLvriUicnNzY75tOI6jIUOGEJHcdcWjR4/IwMCAvvvuOzIxMSEPDw+Br6CzZ89S9+7dydLSkjiOo8mTJ9OlS5fo6NGjzMUBEVG7du2ovLycWVApw5kzZ2jIkCFkYmJCCQkJlJ2dTa6urqSrq0tXr15V6tNm+fLlpK6uToWFhfTVV1+RTCYjBwcHevnyJeXk5NC+ffuoV69e5OHhQXfv3iUiov79+9OhQ4feT4OK+HvwN39URIj4x0Emk4GI0L59e5SUlKCkpAQeHh7gOI4dpsCfUVrdcuXevXuYM2cOvLy82LmiDRo0QFxcHCoqKphOvOq6j4eHR42HYAPyU6Pc3NzQoEEDgWqEPyhm1KhRSvOFhYWhSZMmbPOepaUlUwlZWFgwq7fp06czdQx/UpWIfy9EUhchohp4Up80aRKLO3ToEIgIAwcOBPAHqW/atAk///wzS8erSAwMDJjZbVV3sfwJW/Ul9ZycHOaio7p732fPnsHOzg5EhG+//VZp/kePHrFF0suXL6Nv376s3jzmz58vWDAV8e+GSOoiRFTDzz//zMwVw8LCEBYWxo5KtLS0RFhYGNq2bcukcFVVVeYb/fHjx1iyZAkzE65O6ry/I57Uy8rK4OLiopTUCwoK4OXlxUyAle0H2bZtG4gIKioq+PTTTxUOZ8/IyMDHH3+MBg0aQF9fHxzHoXnz5myBNSUlRWCePHbs2Bp9J4n4d0AkdREiqoH3Q+Tr64sBAwYoDbwZrouLC7Zv3y44ub4qqpM6n8/Pzw9+fn6MtKuTOn/Asb6+PkJDQ2usa15eHnr16sVI2cnJSekGun79+gmsb9auXYu0tDQ0bdoURHK/TLyzPWtra8EmQBH/LoikLkJENRQVFSEjI0NBMr5w4QK++uorfPXVV+z4Q2XnqSYlJcHc3BxmZmYKpM5bv/znP/9hwdraWkDqCQkJ8Pb2hqmpab2OMCsuLmanQKmpqcHOzo5ZsDx8+BBDhw4Fx3EwNTXFtGnToK6uDlVVVejp6cHW1paZEv/222/skGZVVdX/+YBtEX8PRFIXIaKe2Lx5Mzp16sSk3caNG9eYNioqiumyq+rCmzRpgl69egnSRkZGCnTcp06dYmaR9UVeXh5WrlyJ8+fPs+vw8HA0btwYNjY2WL58ObKzs5GXl8fOXx0/fryCd9H8/HyEh4fj2LFjSneai/jnQzRpFCHiLVBeXk4zZ86krKwsWrJkSa3HkcXFxVFZWRl5e3uzg2Jyc3OJiEhPT+9PrWdGRgZt3LiRjIyMaNSoUex5r169og0bNpCnpyf5+Piweon4cCCSuggRIkR8QHh3P7YiRIgQIeIfB5HURYgQIeIDgkjqIkSIEPEBQSR1ESJEiPiAIJK6CBEiRHxAEEldhAgRIj4g/B/9lwU5sBFBXgAAAABJRU5ErkJggg==" alt="" style="width: 25%;">,一般均匀结构的中号织物的<img src="data:image/png;base64,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" alt="" style="width: 25%;"></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;"> 工厂常根据经验快速确定筘号。在确定筘号时,有可能要修正筘幅、总经根数、全幅花数、全幅筘齿数等数值,计算筘号与标准筘号相差应在0.4号以内,并要核算坯布经密。</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;"> 坯布经密=总经根数/坯布幅宽,色织物一般控制在下偏差4根/10cm以内为宜。如果计算经密与坯布经密的差异不在规定范围内,则必须重新计算。</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;"> 11.筘幅</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; overflow-wrap: break-word !important; outline: none 0px !important;"><img 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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;"> 根据筘号来修正筘幅,一般筘幅相差在6mm以内可不修正。凡经大整理的品种,其下机坯幅可在整理加工中得到调整,筘幅的修正范围可大些。不经过大整理的品种,则应严格控制筘幅和坯幅。</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;"> 12.穿综工艺 穿综时需确定综页数、综丝密度及综丝粗细、综页前后位置等。综页数可根据穿综的原则和上机图的要求,并结合综丝最大密度来确定。</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;"> 13.劈花 劈花原则依具体情况而定。</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;"> 14.色织布的用纱量 经漂白、丝光、树脂等整理的产品,按色织坯布计算,不必考虑自然缩率;经轧光、拉绒等整理或不经任何整理的产品,按色织成品用纱量计算,需考虑自然缩率、整理缩率或伸长率;纬纱采用本白纱的产品,计算纬纱用量时,它的伸长率、回丝率需按白坯布的规定计算。</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: 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;"> 织物自然缩率与放码损失率为0.85%;经纬纱伸长率中单纱为1%,股线为0.5%;经纬纱回丝率中棉纱线为0.6%,人造丝及其他纤维纱线为1%;纱(线)漂染缩率一律为2%;捻线缩率中58.3tex及以上的为3.5%o,36.7~53tex的为2.5%,36.4tex及以下的为2%,其他捻线自定。</span></p><section 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