<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）匹长</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;">　　织物成品匹长主要依据织物的用途、单位长度重量、厚度及生产条件而定。内销成品匹长30m左右，外销一般为36.6m（40码）或45.7m（50码）左右。</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; text-align: center; 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><span style="max-inline-size: 100%; margin: 0px; padding: 0px; cursor: text; overflow-wrap: break-word !important; outline: none 0px !important;"></span></p><p style="max-inline-size: 100%; margin-bottom: 0px; clear: both; min-height: 1em; cursor: text; overflow-wrap: break-word !important; outline: none 0px !important;"></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;">　　织物的染整长缩率、织造长缩率与织物的原料、经纬纱线密度与密度、组织及加工工艺等有关。一般参考同类产品经验值加以确定。</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;">　　（二）幅宽</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;">　　织物的成品幅宽，主要依据织物的用途、生产条件等实际情况确定。一般成品幅宽外销时指内幅，内销时指外幅。</span></p><p style="max-inline-size: 100%; margin-bottom: 0px; clear: both; min-height: 1em; cursor: text; text-align: center; 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><span style="max-inline-size: 100%; margin: 0px; padding: 0px; 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;"></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="" style="width: 25%;"></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;">　　（三）经纬密度</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;">　　根据织物用途，参考同类产品初定密度，再结合试织、调整，最终确定密度。</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%2F2023-06-02T01%3A51%3A47Z%2F-1%2F%2F25c490d25def93f56eb67562a4b97f252125f92a4532dce9ab01ae754a7c8544" 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; text-align: center; 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><span style="max-inline-size: 100%; margin: 0px; padding: 0px; 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;"></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）总经根数</span></p><p style="max-inline-size: 100%; margin-bottom: 0px; clear: both; min-height: 1em; cursor: text; text-align: center; 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><span style="max-inline-size: 100%; margin: 0px; padding: 0px; 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;"></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 src="https://dayaotex-edu.fsh.bcebos.com/v1/dayaotex-edu/image.png?authorization=bce-auth-v1%2F59b7a26546d74b64bfd056b483465817%2F2023-06-02T01%3A52%3A04Z%2F-1%2F%2F4b604452a2c69b198cbe37689fde3b1637244afde01c1ee7c3ccab66057e4752" data-filename="" style="width: 25%;"></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;">　　（五）筘号</span></p><p style="max-inline-size: 100%; margin-bottom: 0px; clear: both; min-height: 1em; cursor: text; text-align: center; 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><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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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．坯绸重量</span></p><p style="max-inline-size: 100%; margin-bottom: 0px; clear: both; min-height: 1em; cursor: text; text-align: center; 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 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style="max-inline-size: 100%; margin: 0px; padding: 0px; overflow-wrap: break-word !important; outline: none 0px !important;"></span></p><p style="max-inline-size: 100%; margin-bottom: 0px; clear: both; min-height: 1em; cursor: text; overflow-wrap: break-word !important; outline: none 0px !important;"><br style="max-inline-size: 100%; margin: 0px; padding: 0px; overflow-wrap: break-word !important; outline: none 0px !important;"></p><p style="max-inline-size: 100%; margin-bottom: 0px; clear: both; min-height: 1em; cursor: text; 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．成品重量</span></p><p style="max-inline-size: 100%; margin-bottom: 0px; clear: both; min-height: 1em; cursor: text; text-align: center; 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><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%2F2023-06-02T01%3A52%3A42Z%2F-1%2F%2F32c593e95a116aeeb53dcc284acc98c0c711ecacb9a80b3205efcfe8798e1b02" 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 style="max-inline-size: 100%; margin: 0px; padding: 0px; overflow-wrap: break-word !important; outline: none 0px !important;"></span></p><p style="max-inline-size: 100%; margin-bottom: 0px; clear: both; min-height: 1em; cursor: text; overflow-wrap: break-word !important; outline: none 0px !important;"><br style="max-inline-size: 100%; margin: 0px; padding: 0px; overflow-wrap: break-word !important; outline: none 0px !important;"></p><p style="max-inline-size: 100%; margin-bottom: 0px; clear: both; min-height: 1em; cursor: text; 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;">　　经线总长缩率是指准备、织造及染整加工后长度的收缩率，根据同类产品或经验确定。重量损耗率即练减率，（1-练减率）为练折，是指坯绸精练、整理后重量的变化。</span></p><p style="max-inline-size: 100%; margin-bottom: 0px; clear: both; min-height: 1em; cursor: text; text-align: center; 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><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 style="max-inline-size: 100%; margin: 0px; padding: 0px; overflow-wrap: break-word !important; outline: none 0px !important;"></span></p><p style="max-inline-size: 100%; margin-bottom: 0px; clear: both; min-height: 1em; cursor: text; overflow-wrap: break-word !important; outline: none 0px !important;"><br style="max-inline-size: 100%; margin: 0px; padding: 0px; overflow-wrap: break-word !important; outline: none 0px !important;"></p><p style="max-inline-size: 100%; margin-bottom: 0px; clear: both; min-height: 1em; cursor: text; 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;">　　丝线纤度不同时，重量要分别计算。</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;">　　3．原料含量 原料含量是指织物成品中所用原料重量的比例。</span></p><p style="max-inline-size: 100%; margin-bottom: 0px; clear: both; min-height: 1em; cursor: text; text-align: center; 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><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%2F2023-06-02T01%3A53%3A17Z%2F-1%2F%2F673a51aa58a5b4a1d98b8121299c4353b561af5d8be9a7ff947aea15aab3c458" 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 style="max-inline-size: 100%; margin: 0px; padding: 0px; overflow-wrap: break-word !important; outline: none 0px !important;"></span></p><p style="max-inline-size: 100%; margin-bottom: 0px; clear: both; min-height: 1em; cursor: text; overflow-wrap: break-word !important; outline: none 0px !important;"><br style="max-inline-size: 100%; margin: 0px; padding: 0px; overflow-wrap: break-word !important; outline: none 0px !important;"></p><p style="max-inline-size: 100%; margin-bottom: 0px; clear: both; min-height: 1em; cursor: text; 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．原料用量 原料用量是指原料的投入重量，包括加工过程中的重量损耗和回丝损耗。</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;">每匹成品中某原料的用量=</span><img src="data:image/png;base64,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" alt="" style="width: 25%;">&nbsp; &nbsp; ，常用丝织品、丝（线）的练丝消耗率）折见表12-10。</p><p style="max-inline-size: 100%; margin-bottom: 0px; clear: both; min-height: 1em; cursor: text; text-align: center; line-height: 1.75em; overflow-wrap: break-word !important; outline: none 0px !important;"><img src="https://dayaotex-edu.fsh.bcebos.com/v1/dayaotex-edu/image.png?authorization=bce-auth-v1%2F59b7a26546d74b64bfd056b483465817%2F2023-06-02T01%3A44%3A58Z%2F-1%2F%2F70501b65d808d8d675f9b5ad8dbbb4b3d9c0550a77af4e977a28800557462ede" data-filename="" _src="https://dayaotex-edu.fsh.bcebos.com/v1/dayaotex-edu/image.png?authorization=bce-auth-v1%2F59b7a26546d74b64bfd056b483465817%2F2023-06-02T01%3A44%3A58Z%2F-1%2F%2F70501b65d808d8d675f9b5ad8dbbb4b3d9c0550a77af4e977a28800557462ede" data-ratio="1.0050761421319796" data-w="591" style="margin: 0px; padding: 0px; width: 228.889px; max-inline-size: 100%; max-width: 100%; overflow-wrap: break-word !important; outline: none 0px !important; height: auto !important;"><br style="max-inline-size: 100%; margin: 0px; padding: 0px; overflow-wrap: break-word !important; outline: none 0px !important;"></p><p style="max-inline-size: 100%; margin-bottom: 0px; clear: both; min-height: 1em; cursor: text; overflow-wrap: break-word !important; outline: none 0px !important;"><br style="max-inline-size: 100%; margin: 0px; padding: 0px; overflow-wrap: break-word !important; outline: none 0px !important;"></p><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;">　　实际生产中，可结合使用原料、工艺及成品实测的结果，来综合确定重量损耗率。</span></p><section class="_135editor" data-role="paragraph" style="max-inline-size: 100%; margin: 0px; padding: 0px; border: 0px none; z-index: 0; overflow-wrap: break-word !important; outline: none 0px !important;"><p style="max-inline-size: 100%; margin-bottom: 0px; clear: both; min-height: 1em; cursor: text; overflow-wrap: break-word !important; outline: none 0px !important;"><br style="max-inline-size: 100%; margin: 0px; padding: 0px; font-family: 微软雅黑, &quot;Microsoft YaHei&quot;, sans-serif; font-size: 17px; caret-color: rgb(255, 0, 0); overflow-wrap: break-word !important; outline: none 0px !important;"></p></section><section class="_135editor" data-role="paragraph" id="autoparagraph" style="max-inline-size: 100%; margin: 0px; padding: 0px; border: 0px none; z-index: 0; overflow-wrap: break-word !important; outline: none 0px !important;"><p style="max-inline-size: 100%; margin-bottom: 0px; clear: both; min-height: 1em; cursor: text; overflow-wrap: break-word !important; outline: none 0px !important;"><br style="max-inline-size: 100%; margin: 0px; padding: 0px; font-family: 微软雅黑, &quot;Microsoft YaHei&quot;, sans-serif; font-size: 17px; caret-color: rgb(255, 0, 0); overflow-wrap: break-word !important; outline: none 0px !important;"></p></section>