<p style="max-inline-size: 100%; margin-bottom: 0px; clear: both; min-height: 1em; cursor: text; line-height: 1.75em; overflow-wrap: break-word !important; outline: none 0px !important;"><span style="max-inline-size: 100%; margin: 0px; padding: 0px; cursor: text; font-size: 14px; overflow-wrap: break-word !important; outline: none 0px !important;">　　</span><span style="text-indent: 23pt;"><span style="font-family: 宋体; font-size: 14px;">一、平幅进布装置</span></span></p><p class="MsoNormal" style="text-indent: 23pt; line-height: 21pt;"><span style="mso-spacerun:'yes';font-family:Calibri;font-size:10.5000pt;"><o:p></o:p></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;">&nbsp; &nbsp; &nbsp; &nbsp; 车间堆布车里的织物基本上处于无张力、折叠堆放状态。如果织物就这样直接进入机台加工，容易产生折皱和歪斜，必将影响染整加工的顺利进行和印染产品的质量。为了克服上述现象，必须使织物先经过进布装置处理后再进入机台加工，其目的是：<br></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）给织物以适当的张力，使织物能平整地进入机台而不致产生折皱。</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）引导织物在机台允许的正常位置运行，防止织物过分左右偏离。</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;"><br><div style="text-align: center;"><img 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" alt="" style="width: 178.378px; height: 239.135px;"></div></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;">　　图2-5 平幅进布装置示意图1-张力杆 2-紧布器 3-导布辊4-吸边器 5-扩幅辊 6-机架</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）使织物中夹入的灰尘、杂物容易自然落下，或便于操作人员及时发现除去，防止尘埃等杂物进入机台而损坏轧辊或影响产品质量。另外，如果发现织物打结或未缝头等情况，可及时停车处理，起到缓冲作用。</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;">　　平幅进布装置俗称进布架，如图2-5所示，主要由张力杆（也称导布管）、紧布器、扩幅辊、吸边器、导布辊、机架等组成。张力杆给织物以适当的经向张力；紧布器不但能增加织物的经向张力，而且还能根据不同的织物品种，适当调节其经向张力；扩幅辊的作用是扩展织物，以防皱和去皱；吸边器的作用是给织物以纬向张力，防止织物卷边，并自动引导织物在机台中间位置运行，防止织物过分左右偏离。</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;">　　平幅进布装置中的吸边器和扩幅辊将在本章第三节和第四节中详细讨论，这里着重介绍张力杆、紧布器的结构。</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．张力杆</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;">　　一般由固定在机架上相互平行的一组导布杆（木杆或镀锌管）组成。与固定导布辊类似，其作用是引导织物运行，并利用其表面与织物间的摩擦力来增加织物的经向张力。</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;">　　为了适应不同织物对进布经向张力的不同要求，在调换织物品种时，可适当多穿或少穿导布杆，以便在一定范围内调节织物的经向张力。使用中应经常检查杆面是否光洁，以免擦伤织物，检查各杆是否水平、松动。</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．紧布器</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;">　　如图2-6（a）所示，紧布器是一种组合的可调式固定导布辊，由支架、调节机构及紧布杆三部分组成。</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）支架：它是支承紧布器的支架，由芯轴、支承盘（铁板或铸铁）、轴承座等零件组成。</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）调节机构：它由一组蜗轮、蜗杆组成。蜗轮固定在支架芯轴上，蜗杆与手轮相连接，当操作者转动手轮时，通过蜗杆传动蜗轮，使与蜗轮相连的支架转动。这样，固定在支架上的两根紧布杆的相对位置也随之改变，即改变织物在紧布杆上的包绕角，达到调节织物张力的目的。此外，也有使用棘轮、棘爪或活动插销作为调节机构的。</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）紧布杆：如图2-6（b）所示。若调节紧布杆的位置由I-I＇变到II-II＇，织物在紧布杆上的包绕角也就由变到α2，显然a2&gt;α1，织物的经向张力增大了。因此，紧布器可在一定的范围内调节平幅织物的经向张力。</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;">　　紧布杆通常采用直径50mm的镀锌管（或黄铜管、不锈钢管）制成，紧布杆表面须光洁，且耐酸、碱腐蚀。织物与紧布杆紧贴而滑行。</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、平幅出布装置</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;">　　平幅织物出布采用最多的是摆布式出布。平幅出布装置俗称落布架。其作用是将织物导出工作机台，并且以一定的幅度摆动，使织物整齐地堆入堆布车中。</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;">　　平幅出布装置主要由牵引导布部分、摆动落布部分、传动系统、机架等组成，如图2-7所示。</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;">　　1．牵引导布部分</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;">　　该部分的作用是牵引导出前一机台中的平幅织物。它由主动出布辊、压布辊及加卸压装置组成。</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）主动出布辊：主动出布辊的辊体一般是木制的，但也有用铁管制成的，辊径一般为200～250mm，辊筒两端用轴承固定在机架上。辊筒轴端由皮带轮或链轮传动，其线速度一般比织物超速3％～5％，在某些情况下，也有超速15％～20％的。辊面应平整地包绕橡胶带或呢毯带，以增加其与织物之间的摩擦，避免导出织物时打滑。</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）压布辊：压布辊的辊体由钢管制成，表面镀铬，也有采用木材或铜管制成的，其直径为120～125mm。压布辊装于主动出布辊之上，由主动出布辊辊面摩擦而转动。</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）加卸压装置：主要由手柄、连杆及杠杆组成。推动手柄上下可进行加压或卸压，以适应不同织物落布时对压力的不同要求。</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;">　　是否要加压出布，应由织物的厚薄、干湿、运行速度、机器特点及摆动落布部分的情况而定。</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;">　　①在一般运行布速下，湿织物可不加压，而干织物或织物高速运行时应加压。</span></p><p style="max-inline-size: 100%; margin-bottom: 0px; clear: both; min-height: 1em; cursor: text; overflow-wrap: break-word !important; outline: none 0px !important;"><br style="max-inline-size: 100%; margin: 0px; padding: 0px; overflow-wrap: break-word !important; outline: none 0px !important;"></p><p style="max-inline-size: 100%; margin-bottom: 0px; clear: both; min-height: 1em; cursor: text; line-height: 1.75em; overflow-wrap: break-word !important; outline: none 0px !important;"><span style="max-inline-size: 100%; margin: 0px; padding: 0px; cursor: text; overflow-wrap: break-word !important; outline: none 0px !important;">　　②当织物靠主动出布辊牵引运行或出布装置离前一机台最后的主动导布辊较远时，应对压布辊加压。</span></p><p style="max-inline-size: 100%; margin-bottom: 0px; clear: both; min-height: 1em; cursor: text; overflow-wrap: break-word !important; outline: none 0px !important;"><br style="max-inline-size: 100%; margin: 0px; padding: 0px; overflow-wrap: break-word !important; outline: none 0px !important;"></p><p style="max-inline-size: 100%; margin-bottom: 0px; clear: both; min-height: 1em; cursor: text; line-height: 1.75em; overflow-wrap: break-word !important; outline: none 0px !important;"><span style="max-inline-size: 100%; margin: 0px; padding: 0px; cursor: text; overflow-wrap: break-word !important; outline: none 0px !important;">　　③一些提花织物、针织物不宜加压。</span></p><p style="max-inline-size: 100%; margin-bottom: 0px; clear: both; min-height: 1em; cursor: text; overflow-wrap: break-word !important; outline: none 0px !important;"><br style="max-inline-size: 100%; margin: 0px; padding: 0px; overflow-wrap: break-word !important; outline: none 0px !important;"></p><p style="max-inline-size: 100%; margin-bottom: 0px; clear: both; min-height: 1em; cursor: text; line-height: 1.75em; overflow-wrap: break-word !important; outline: none 0px !important;"><span style="max-inline-size: 100%; margin: 0px; padding: 0px; cursor: text; overflow-wrap: break-word !important; outline: none 0px !important;">　　④出布装置中的两只落布辊为上下接触式时，可不必对压布辊加压。</span></p><p style="max-inline-size: 100%; margin-bottom: 0px; clear: both; min-height: 1em; cursor: text; overflow-wrap: break-word !important; outline: none 0px !important;"><br style="max-inline-size: 100%; margin: 0px; padding: 0px; overflow-wrap: break-word !important; outline: none 0px !important;"></p><p style="max-inline-size: 100%; margin-bottom: 0px; clear: both; min-height: 1em; cursor: text; line-height: 1.75em; overflow-wrap: break-word !important; outline: none 0px !important;"><span style="max-inline-size: 100%; margin: 0px; padding: 0px; cursor: text; overflow-wrap: break-word !important; outline: none 0px !important;">　　2．摆动落布部分</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;">　　如图2-8所示，摆动落布部分的作用是使来自牵引出布辊的织物按照适当的频率进行摆动，并平整地摆落在堆布车内或堆布板上。它由摆动机构和落布装置两部分组成。</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）摆动机构：由主动皮带轮、连杆、摇臂（甩手）等组成，是根据曲柄摇杆机构的工作原理制成的。</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%2F2023-06-02T02%3A36%3A04Z%2F-1%2F%2F9340090a1556d1df75fb8441ae6b45593c34ed9d14d04a58d93f5305fe14c4f0" 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;">　　曲柄摇杆机构如图2-9所示，是由四根构件用铰链互相连接而成的。其中AD构件固定不动，称为机架。构件CD与机架相连接，能作圆周回转运动，称为曲柄。构件AB也与机架相连接，但只能作一定角度φ的摆动，称为摇杆。构件CD与构件AB通过连杆BC连接。当曲柄CD作圆周运动时，构件AB便以一定的角度φ做往复摆动。当曲柄CD与连杆BC成一直线时，摇杆便处于摆动的极端位置。图中B1是右极端位置，B2B2是左极端位置。这里必须指出，一定要在CD小于AB的情况下才能起到作用。曲柄由牵引辊传动做等角速度回转，经连杆带动装有落布辊的摇杆往复摆动，使织物按一定的幅度摆动落下。主动皮带轮及摇臂上都设有长槽，如果改变连杆端部销轴在长槽中的位置，可以调节摇臂的摆动幅度。摆动幅度一般为400～1000mm，往复次数为30～60次／min。</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）落布辊：落布辊有两只，安装在摇臂的末端，通过皮带轮或链轮传动，其线速度应比布速超过6％～10％。落布辊离地面高度应大于1.9m，以保证操作人员的安全。</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;">　　落布辊的排列形式有三种，各有其特性，如图2-10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;"></span><img src="https://dayaotex-edu.fsh.bcebos.com/v1/dayaotex-edu/image.png?authorization=bce-auth-v1%2F59b7a26546d74b64bfd056b483465817%2F2023-06-02T02%3A36%3A39Z%2F-1%2F%2F6c0a32c07cb39ba53b1305b21561dc0fc497de5dc67499e26db4872929048ffe" 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;">　　①上下接触式：两只落布辊垂直排列，如图2-10（a）所示。下落布辊为主动辊，上落布辊因自身重量垂直压置于下落布辊之上，靠下落布辊辊面接触摩擦而转动。这种形式的落布辊，穿布操作时较不方便，对深色干织物易产生极光，也不适用于凸纹织物和轻薄织物。</span></p><p style="max-inline-size: 100%; margin-bottom: 0px; clear: both; min-height: 1em; cursor: text; overflow-wrap: break-word !important; outline: none 0px !important;"><br style="max-inline-size: 100%; margin: 0px; padding: 0px; overflow-wrap: break-word !important; outline: none 0px !important;"></p><p style="max-inline-size: 100%; margin-bottom: 0px; clear: both; min-height: 1em; cursor: text; line-height: 1.75em; overflow-wrap: break-word !important; outline: none 0px !important;"><span style="max-inline-size: 100%; margin: 0px; padding: 0px; cursor: text; overflow-wrap: break-word !important; outline: none 0px !important;">　　②水平分开式：两只落布辊水平分开排列，如图2-10（b）所示。两只落布辊同一端的轴间，用一对正齿轮啮合传动。这种形式比上下接触式有所改进，适用于厚重织物与凸纹组织织物及湿织物等。但在高速运转时，易在主动出布辊与落布辊之间产生松弛飘荡现象，织物很易卷入落布辊；特别是对于轻薄织物，松弛飘荡现象更为严重，故应采取增加挡风板等相应措施。</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垂直分开式：上下两只落布辊垂直分开排列，如图2-10（c）所示。两只落布辊之间靠皮带传动。织物在摆动落布过程中，能始终与上下落布辊辊面接触，因此对高低车速、厚薄织物及凸纹织物都能适用，目前国产印染机械普遍采用此种装置。</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;">　　在某些情况下，也有用落布斗代替落布辊的平幅出布装置，如图2-11所示。这种落布斗式平幅出布装置，适合于高支纱的高档轻薄织物，可以避免布面擦伤及产生松弛飘荡现象。</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>