Канаты, применяемые на лифтах, по назначению подразделяют на тяговые, ограничителя скорости и уравновешивающие UA
При эксплуатации лифта в нормальных эксплуатационных и аварийных режимах в канатах возникают изгибающие, растягивающие, скручивающие и сдвигающие нагрузки, поэтому лифтовые канаты должны обладать высокой прочностью во избежание их вытягивания под действием статических и динамических нагрузок, а также гибкостью (для плотного прилегания к рабочим поверхностям канатоведущих органов, отклоняющих блоков и контршкивов).
Тяговые канаты предназначены для передачи тягового усилия от подъемного механизма (лебедки) кабине и противовесу, а также для преобразования вращательного движения канатоведущего органа в поступательное движение кабины и противовеса.
На лифтах допускается применение только стальных канатов, испытанных в соответствии с ГОСТ. Результаты испытаний вносятся в паспорт лифта. Канаты, применяемые в лифте, должны иметь документ (сертификат) о качестве. Тяговые канаты кабины (противовеса) лифта имеют одинаковую конструкцию, один диаметр и одинаковые характеристики. Сращивание канатов не допускается.
Номинальный диаметр тяговых канатов составляет не менее:
8 мм — для лифта, в котором допускается транспортировка людей;
6 мм — для каната ОС.
Канаты различаются по характеру свивки на канаты одинарной и двойной свивок.
Одинарную свивку получают путем навивки нескольких слоев проволок вокруг стержня таким образом, что соседние слои проволок навиты в противоположные стороны. Они довольно просты в изготовлении, но имеют большую жесткость, поэтому на лифтах их применяют лишь в качестве оттяжек и на блоках больших диаметров, так как при многократных изгибах, возникающих во время работы на блоках обычных диаметров, проволоки быстро выходят из строя.
В канатах двойной свивки проволоки 1 предварительно свивают в пряди 2, а затем навивают их вокруг органического, асбестового или стального сердечника 3 (рис. 2.81, а).
В лифтах применяются канаты двойной свивки с органическим сердечником, который обеспечивает гибкость каната и смазывание проволок изнутри.
Сердечник изготавливается из пенькового волокна, полиэтилена, вискозы, хлопчатобумажной пряжи и др. Сердечник каната пропитывается, а весь канат смазывается специальными составами для сердечника.
Пряди канатов изготавливают из стальных проволок (диаметром 0,2...2 мм), предварительно термически обработанных для повышения прочности и оцинкованных для увеличения стойкости к воздействию коррозии.
По направлению свивки проволок в пряди и прядей вокруг сердечника различают канаты односторонней, крестовой и комбинированной свивок (см. рис. 2.81). В канатах односторонней свивки проволоки в прядях и пряди вокруг сердечника свиваются в одном направлении.
![](data:image/png;base64,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)
Канаты односторонней свивки при одинаковой толщине проволок обладают большей гибкостью и менее подвержены изнашиванию, так как имеют большую поверхность контакта с канавками канатоведущего органа. К сожалению, они склонны к раскручиванию, что ограничивает их применение.
При крестовой свивке проволоки в прядях свиваются в одну сторону, а пряди вокруг сердечника — в противоположную. В зависимости от направления свивки прядей различают канаты правой или левой крестовой свивки. Канаты крестовой свивки более жесткие, чем односторонней, но у них отсутствует эффект раскручивания.
При комбинированной свивке проволоки в соседних прядях имеют противоположные направления.
Для лифтов выпускаются шестипрядные стальные канаты двух конструкций: 6х19 + 1 ОС, или 114 + 1 ОС; 6х37 + ОС, или 222 + 1 ОС, где 6 — число прядей; 19 и 37 — число проволок в пряди; 114 и 222 — число проволок в канате; ОС — один органический сердечник.
По углу наклона проволок в соседних слоях пряди различают канаты с точечным касанием (ТК) и линейным (ЛК). В первом случае проволоки соседних рядов соприкасаются в точке, а во втором образуют линейный контакт. Существует несколько типов линейных касаний: ЛК-О — с проволоками одинакового диаметра; ЛК-Р — с проволоками двух разных диаметров в верхнем слое пряди; ЛК-РО — с проволоками разного и одинакового диаметров по отдельным слоям.
В лифтах применяются канаты тяговые и ограничителя скорости с линейным касанием типов ЛК-О — с проволоками одинакового диаметра.
Стальные канаты подразделяются:
- по назначению лифта — грузолюдские (ГЛ) и грузовые (Г);
- механическим свойствам проволоки — высшей марки В, и П марок;
- способу свивки — нераскручивающиеся (Н) и раскручивающиеся (Р).
Тяговые канаты должны рассчитываться по формуле:
![](data:image/png;base64,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)
где Р — разрывное усилие каната в целом, Н (принимается по сертификату); S — расчетное статическое усилие ветви каната, Н; К — коэффициент запаса прочности. К ≥12 для лебедки с КВШ или барабаном трения и тремя и более канатами, К = 16 для лебедки с КВШ или барабаном трения и двумя канатами, К = 12 для барабанной лебедки.
Для каната кабины
![](data:image/png;base64,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)
для канатов противовеса
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAQYAAABECAYAAABj0pvvAAAQf0lEQVR4nO2deVQW1RvHL5YaaJniEqYc11cUUCLghZDquMFJzFLUBJWDuCSaWy6IgdpiLkfRU5kLZdohd0FcWFJT3EJME1cWBRIRBD0ISCLR9/dHv7lnhpl513l5X+B+zrlHufe5d57Zvu+de5+5Q8BgMBh1IOZ2gMFgWB5MGBgMhggmDAwGQwQTBgaDIYIJA4PBEMGEgcFgiGDCwGAwRDBhYDAYIpgwMBgMEUwYGAyGCCYMEpSUlCApKQkhISEIDQ3FyZMnze2SYiQnJ5vbBZ1JTEw0twuU/Px8nDlzBqdOnUJISAhCQkKQlZUFALhz5w4qKyvN7KGyMGHgsWvXLlhbW4MQIpmWLl1qbhf15sKFC5g0aZLk/vTq1Qs7duxAcHAw9u3bZ25XKTExMSJft2/fblSb/v7+cHd3h5eXF02Ojo44fPiwxnrh4eFo0aKF7DXBpYyMDKP8szSYMPyfjh070pO8efNmml9eXo533nmHlm3dutWMXurH7NmzBRdvcHAwYmNjERsbi4kTJwrK4uPjze0uAGDevHnUp4KCAvz444/0759++smgNs+ePSt7Q+/Zs0eyTnFxMV566SVqp1KpkJWVherqagBATU0NWrduTcsbG41vjwzAxsaGnuC//vpL0qZ79+7U5u+//65nD/XHysqK+rtmzRpJm+PHj4MQghYtWtSzd9I8efJE8kb74YcfjLoBBwwYAEIIevbsCTs7OwQEBCAiIgLz5s2TtN+7d69APLKzsyXtKioqQAjB66+/bpBflkyTF4ZWrVrRCyA3N1fWbtmyZdRu8uTJ9eegAbRr1476+vXXX2u0tba2hqOjYz15phkvLy8QQuDl5SUq47rzBw8e1KtN7ublxgN0gS8KxcXFGm07d+6ML774Qi+fGgJNWhjCwsLoBdCjRw+Ntvv376e206ZNqycP9adv3756jYlMnDgR48aNqwfPNFNWVqaxez9o0CAQQuDt7a1Xu87Oznr1NPii8M0332i179SpEy5fvqyXTw2BJisMN27cEFwENTU1Gu0TExOp7fTp003m161bt/Duu+8aVLfus7QuHDp0SPGBMx8fH+Tl5elV5+TJk9Tva9euicpXrFih9+PE06dPRWMKR44ckbUfN24ctevbt69e/jc2mqww9O7dm14EY8eO1Wr/2Wef1Ysw+Pj4GPws3bx5c+rjlClTFPZMN7ie1S+//KJXPX7v7fz586Jy/iCkrmM8mzdvlhxw7Natm+RYEt+mIU3rmoImKQz8bishBCUlJVrrcM+/hBCEhISYzLfhw4cbJAwZGRl69xZMwdGjR0EIQUJCgl71HBwcNPq+bds2g/ctNTUVoaGhIoEoLS2lNuvWrbOI42cpNMkjEB0dTS+AV199Vac6L7/8Mq2zadMmk/nGCYM+g2UABLEKTk5OkjYjRozAwoULsXz5cqSnp2PSpEmYMGECRo8ejYKCAiXcp8Iwd+5cveq1adNGZ2H4+eefDfKttrZWMMXYoUMHWvb2229rFX4bGxvY2NjA09MTLVq0oLNZVlZWWgcpGxpNUhi4m48QghEjRmi1P3PmTL39mowcOdKgbfDjEqKjoyVt0tLSBNOuhBBYW1tj3bp1xrpNOXHiBAgh+PXXX/Wqx58yloIvDLt37zbKR/4j18OHDwEAdnZ2NE+ut5Obm4suXboIjt/KlSuN8sVSaZLC4OHhQU/srl27tNqHh4dT+6FDhyrmx71797B//34kJCQgISEBv/32G9zd3emv4tGjRxEXF4fLly8jJSVFY1uenp46Xaxr1qyRFbmcnBzJ53tN7Nmzh/qflJSEqKgoEEIQGBiI48ePU/+1HeePP/5YozDs3LlTMWHOy8ujbW3btg0A0LVrV5p37tw52boHDhygdj4+Pkb7Yqk0SWHg30R79+7Vas8PFnr+/LlifkgNjGlKZ86ckW3L19dXJ2FYsGABtQsNDaX5/GdwXeEP4OqS/Pz8ZNtaunSpxu0HBATQ8qdPn+rsozbflyxZAkAoDJqOs5OTE7W7fv260X5YKk1SGN544w16crUFzEyYMIHaBgYGKurHuXPnEBcXJ9ljOHjwIPLz83Hw4EHEx8fj+PHjGtsKCgqifq5atUrWrmXLltSO3ya/V6Qr9+/fx759+yR7DGPGjMGzZ89w4MABJCQkyIYe848Ft/0//vhDVM49ArVp00Zn/zTB/TgsW7YMgDAkXlOPgS90//zzjyK+WCJNUhj4U49RUVGydsnJyXqNLSgRD2DoGAN/um/RokWSNjU1NbL7c+rUKUW66twYw7Fjx/Suy21/586dsmW6TC3rAhdJeevWLQDCMRq5qcrt27dTG5VKJSovLS2VnOGSisuwdEwuDE+ePEF5eTlqa2tNvSm94E5wq1atJMvXrl1LbWxtbXHv3j1axkXTySVNv9jaMHS6Mjc3l26/ZcuWkjYbNmygNq+99pqgLCUlRRFh4GYlNAUSycHFcIwePVqQX1BQQH0rLy+n+RUVFSgrK9N7O1lZWSDkv4FXjufPn9NtyM1U8Xua3377raCMf/65GSV+nr5xHebGJMJQWFgoOIhcsrOzw6effgo3NzeMGjXKFJvWGf7MRN1Y97FjxwpEoW5AzbVr12h5eno6AGDy5MkghECtViviV2pqqt51+ZF7Ur0G/rnIz88XlCktDB999JHedaurq6kP/EhULsahV69eNI8/gNi1a1dRW3l5eWjTpg26d++Oixcv0vzs7Gxa7+7du4I6M2bM0Ngz0XT8Vq1aBUKE73lwQsyfFm0oKC4M169fpwevS5cuuHDhAn7//XeMGTNGcGDnz5+v9Kb1Zu7cuRp/+aW6tABQWVkJQghat25N8xISEkCI8RGH3Cvemp5zNTF//nzBPkRGRgoG9gghGDlypKieUsIQFxcHQggCAgIMqs9/k3L9+vXo0KED/buqqora8UOkCSGiWZsPPvhAUD5w4EDB3w8ePJDcfnBwsMBOrVZDrVYL8ur2aAAgMjJSJAzr168HIQQREREGHQtzorgwcAfPwcFBVJaTk0PL09LSlN60QaSmplKf/Pz8cOTIEZw4cUJjHS5y0s7OjuZxr+oGBwcb5c+xY8eMjqwsLy/HkiVLBDMVvr6+iIqKwpUrVyTrKCUMxcXFGDt2LB4/fmxwG7GxsRg8eDD1JygoSHKFJD8/P9leHwDMmTMHKpVK0GOdOXOm1mCuf//9FytWrKDHz9bWFn5+fli4cKHsdC4nDIQQuLm5oX379vTvtm3bGnYgzIiiwnDo0CF6MDZu3ChpY+gztCl4+PCh4JdgwYIFSExMRGFhoch2yJAh1G9OGPjP6UoJg7lQShjqm8LCQoPHNJSEEwa1Wo3s7Gzk5eXRhV5mzJhhVt8MQdGrICkpiV5cvXv3lrSJjo6GlZWVkps1CP4ovi7JxsaGrt5TXl4uEgbu5aGGKgzcbEJDEwY3NzeL8Jlbr+P777+neVu2bAEhBMuXLzejZ4ah6BFNT08X3ExS0zTV1dU6RRuampiYGHz++edYvXo1Fi9eLDvTYGVlJQrMKSkpEQ16cesUhoWF1feuKAI3NmAJN5kuPH78GLa2tiBEftWt+oRbRi8yMpLmTZkyBYQQ+Pv7G9zu1q1bYWNjg1atWiE4OBg3b95Uwl2tKH4V8AeLGspFxufq1atITExEcnKybMw8f/+ePXsGAHjllVdoXkNcMbhZs2bU/4YQ/3/r1i3MnDlT8Iakubhy5YrkNc/Pe/LkiV5t1tbW0ro9e/bE1KlTRT9a9vb2Su8KRfE798GDBwLnW7ZsSYNIGgv5+fkoLS0VjGwXFRXhyJEjiIuLM6NnhlNUVISSkhIUFxcLYgUYunP//n1RXnFxsSAGRle43lC7du1oHn/GxMXFBadPnzbKX02Y5Cf90qVLInUzBFdXV6jVanh5eUGtVmPYsGEYPHiw4CUofpI6MQxGQ4M/VscP2eeC7po1a2ZyH0zW17948aJR4lBUVCQ7EDho0CAMGTIEQ4cOpcnV1RVnz5410d4wGPUHf6qWD7fadX0s3mvSQYDdu3cLbui60WK6UFlZiT///FMRf7gXlDp37gxnZ2c4OjoalZycnAT/8pOLiwvt8vXr14/+v3///mjbtq1g+1LtcPUHDBggsHNychIs+NqrVy/J7XPJ2dlZkDT5XHc7Tk5Ogjr9+vXDoEGD8Oabb9L2+PZ1t2VIcnR0hK+vL6ZPnw6VSgV/f3+6Hw4ODggLC4ODgwO179OnD+bNm4fx48ejT58+GD58OHx9fam/o0aNglqtxsaNG+Hh4YG33noL3t7e6NOnj6gtlUqFqKgobNiwAS4uLnjvvfegUqkQFBSEVatWYeDAgRg/fjwGDhyIZs2aoUePHujYsSMGDBhAx9b450vquHLnztPTU/Y65SIw+RGTd+/epefckPdQ9MVoYaitrdX4+ik/NHrWrFnGbs4o9JmeZIklUye5V/j5InDo0CFUVVXRl77qK1jKaGGYOHGixtHR8+fP051s3ry5Xm2XlpYiIyMD169fx+3btxEfH49FixZh6dKlgrR48WLExMTo1OaNGzfoTIKlUzfQSt+RbQC4efMmsrKyUFZWJnjzT9e26k6PcT8Ct2/fFr1rwOU9fvwY2dnZyMnJ0Zo438rKypCVlaVTHXOmzMxMvc9BXeoeNylOnz4tEJHu3btrfBNYaYwWBm9vbxAi30xmZibduffff1/ndusu765LYjAaC9zCMeaa5TL6btJ2U/K/n7hlyxa92l69ejXWr1+P6OhorF27FocPH8ajR49QVFQkSIWFhQ2mF8BgaIP/Ipmub9mGh4dj6tSpivlglDDExsbSHfDw8BCV83/162OKhcFoDPBffuOSm5ub7IuH/BfFlOo5G9XKrFmzRDsQGhqKnTt30lF1Qizno6kMhqXDrUjerVs3wVqjXOrUqZOoDjfrZTHCsGXLFsyePRuZmZnYv38/3N3d6br97du3h52dXYMIr2UwLAHuxb45c+YI8lNTU9GjRw9640t9k/STTz6h60YoARuxYzAsgDt37mj9xee+Yv7ll19Klq9cuZIJA4PRmOCPx8nBre8QHx8vKuMijY15k5MPEwYGw0LgPtP34osviuJHunXrJvsYwUUYu7i4KOYLEwYGw4KQW0DI3t5etDI1x9mzZ3H16lVF/WDCwGBYKOZ8hZ8JA0MnKioqkJKSggsXLgjyk5OTZT/Qwmi4MGFgaIXfpeWWzK+trYW1tbVB4e4My4cJA0MnOAHo378/MjIy2LsqjRx2Nhla4X++zcbGBoT890GZqqoqmi+3KjijYcKEgaGVmTNnCnoGH374IS3j8jZt2mRGDxlKw4SBoRV7e3sqAPyvPB8+fJjmG/pJPYZlwoSBoRW5VYciIiLY+EIjhZ1RhkbS0tLozf/dd98Jyrj8cePGmck7hqlgwsDQCPeV6BdeeEGQ/+jRIyoMR48eNZN3DFPBhIGhEe7mHzZsmCD/q6++EjxGnDx50hzuMUwEEwaGLPwlxup+TdrV1VUw9lD3+56Mhg0TBoYs06ZNkx1c5NYGIIQgMDDQDN4xTAkTBoYsp06dgpeXFy5duiQq27FjB7p27ar3Ar+MhgETBgaDIYIJA4PBEMGEgcFgiGDCwGAwRDBhYDAYIv4HvOCNKGbdWecAAAAASUVORK5CYII=)
где Qk — масса кабины, кг; Qп — масса противовеса, кг; G1 — масса тяговых канатов от точки их сбегания с канатоведущего органа, блока или контршкива, расположенного над шахтой, до места их крепления к кабине (противовесу) при нахождении кабины (противовеса) в самом нижнем положении, кг; Gн — масса натяжного устройства уравновешивающих канатов, кг, Gн = 200...350 кг; n — число канатов, на которых подвешена кабина (противовес); g = 9,81 м/с2 — ускорение свободного падения.
Для крепления канатов к подвесным устройствам кабины и противовеса их концы заделывают разными способами (рис. 2.82).
На концах каната делают петлю с коушем, который закрепляют заплеткой или зажимами. Число пробивок каната прядями и количество зажимов определяют при проектировании лифта.
Зажимы состоят из скобы с резьбой на обоих концах, фигурной планки с двумя отверстиями и двух гаек. Планка должна прилегать к рабочей ветви каната для того, чтобы скоба ее не пережимала. Расстояние между зажимами и длина свободного конца каната после последнего зажима равняются не менее чем шести диаметрам каната.
Кроме того, применяется заделка концов каната путем его заливки в стальной конусной втулке легкоплавким сплавом или закрепления во втулке с помощью мина. Применение чугунных конусных втулок не допускается.
Многочисленные перегибы канатов на блоках, шкивах и канатоведущих органах, а также уменьшение сечения наружных проволок вследствие трения и коррозии приводят к обрыву отдельных проволок.
Степень износа каната с целью определения его пригодности для дальнейшего использования выявляют в результате браковки канатов, проводимой в соответствии с ПУБЭЛ.
Пригодность каната для дальнейшей эксплуатации определяют по числу обрывов проволок на длине одного шага свивки каната в зависимости от принятого для данного лифта коэффициента запаса прочности, отношения диаметра канатоведущего органа D к диаметру каната d и конструкции каната по табл. 2.3.
Для определения шага свивки (рис. 2.83) на поверхности одной из прядей каната наносят метку и вдоль центральной оси каната отсчитывают число прядей, соответствующее количеству прядей в канате; на следующей после отсчета пряди наносят вторую метку. Расстояние между метками и является шагом свивки каната.
Канаты из проволок одного диаметра бракуют в соответствии с табл. 2.3.
Таблица 2.3
Первоначальный коэффициент запаса прочности при отношении D/d | Конструкция канатов |
6 х 19 = 114 и один органический сердечник | 6 х 37 = 222 и один органический сердечник |
Вид свивки каната |
Крестовая | Односторонняя | Крестовая | Односторонняя |
До 9 9 … 10 10 ... 12 12 … 14 14 ... 16 Свыше 16 | 14 16 18 20 22 24 | 7 8 9 10 11 12 | 23 26 29 32 35 38 | 12 13 14 16 18 19 |
Браковка каната, изготовленного из проволок разного диаметра, конструкции 6 х 19 = 114 проволок с одним органическим сердечником производится согласно данным, приведенным в первой графе таблицы 2.3. Количество обрывов как норма браковки принимается за условную. При подсчете обрыв тонкой проволоки принимается за 1,0, а обрыв толстой проволоки - за 1,7.
Пример:
Если на длине одного шага свивки каната с начальным коэффициентом запаса прочности до 9 имеется 7 обрывов тонких проволок и 5 обрывов толстых проволок, то 7 х 1 + 5 х 1,7 = 15,5, то есть более 14 (Таблица 2.3) и, следовательно, канат надлежит забраковать.
Количество проволок на одном шаге свивки как признак отбраковки каната, конструкция которого не указана в таблице 1, определяют по данным этой таблицы для каната, ближайшего по
числу прядей и числу проволок в сечении.
Пример:
Для каната конструкции 8 х 19 = 152 проволок с одним органическим сердечником ближайшим является канат 6 х 19 = 114 проволок с одним органическим сердечником.
Для определения признака браковки следует данные таблицы 2.3
(Количество обрывов на одном шаге свивки) для каната 6 х 19 = 114 проволок с одним органическим сердечником умножить на коэффициент 96:72, где 96 и 72 - количество проволок в наружных слоях
прядей одного и другого канатов.
При наличии у канатов поверхностного износа или коррозии проволок число обрывов проволок на шаге свивки как признак отбраковки должна быть уменьшена в соответствии с данными таблицы 2.4.
Таблица 2.4.
Нормы браковки каната в зависимости от поверхностного износа или коррозии
Поверхностный износ или коррозия проволок на диаметре, % | Количество обрывов проволок на шаге свивки, % от норм, указанных в табл. 2.3. |
10 | 85 |
15 | 75 |
20 | 70 |
25 | 60 |
30 и более | 50 |
В случае износа или коррозии до 40% и более первоначального диаметра проволок канат должен быть забракован.
Определение износа или коррозии проволок по диаметру каната осуществляется микрометром или другим инструментом; в случае отсутствии оборванных проволок измерения износа или коррозии не проводится.
Если кабина (противовес) лифта подвешена на двух отдельных канатах, каждый из них бракуется отдельно, в случае этого разрешается замена одного более изношенного каната.
Если кабина (противовес) лифта подвешена на трех и более канатах, их отбраковки осуществляется по среднему арифметическому значениям, определенным по наибольшему количеству обрывов проволок на длине одного шага свивки каждого каната. Разрешается у одного
из канатов увеличено количество обрывов проволок, но не более чем на 50% против норм, указанных в таблице 2.3.
В случае наличия обрывов, количество которых не достигает браковочного показателя, установленного этими нормами, а также при наличии поверхностного износа проволок канат допускается к работы при условии:
- тщательного наблюдения за его состоянием при периодических обзорах при записи результатов в журнал технического обслуживания;
- замены каната по достижении степени износа, указанного в этих нормах.
В случае выявления в канате оборванной пряди или сердечника канат подлежит замене.