Структурен дизайн:
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)
Основни характеристики:
● Отлични механични и температурни характеристики, гарантирани от точната излишна дължина на влакното
● Критична защита на влакната,
● Отлична устойчивост на смачкване и гъвкавост
● Следните мерки са взети, за да се гарантира ефективността на блокиране на водата на кабела:
- Единична стоманена тел, използвана като централен якостен елемент
- Специална водоблокираща смес за пълнене в свободната тръба.
PSP бариера срещу влага
- водоблокираща прежда и двойна водоустойчива лента от набъбващ във вода материал
Технически параметър на кабела:
Влакнесто ядро | 8 | 12 | 16 | 24 | 32 | 48 | 60 | 72 | 96 | 144 |
Няма разхлабена тръба. | 1 | 2 | 2 | 4 | 4 | 4 | 6 | 6 | 8 | 12/0 |
Брой пълнители | 4 | 3 | 3 | 1 | 1 | 1 | 0 | 0 | 0 | 0 |
Брой влакна на тръба | 8 | 6 | 8 | 6 | 8 | 12 | 10 | 12 | 12 | 12 |
Свободен материал на тръбата | PBT |
Централен якостен елемент Стоманена тел | Стоманена тел |
Външна обвивка | PE |
Кабел OD mm | 12 | 12 | 12 | 12 | 12 | 12 | 12.5 | 12.5 | 14.5 | 14.5 |
Тегло на кабела kg/km | 155 | 155 | 155 | 155 | 155 | 155 | 190 | 210 | 235 | 255 |
Температурен диапазон на работа | -40 ℃ до + 70 ℃ |
Температурен диапазон на монтаж | -40 ℃ до + 70 ℃ |
Температурен диапазон на транспортиране и съхранение | -40 ℃ до + 70 ℃ |
Допустимо натоварване на опън (N) | Краткосрочно:4000 Дългосрочно:3000 |
Устойчивост на смачкване | Краткосрочно 3000 N/100mm Дългосрочно: 1000N/100MM |
Минимален радиус на огъване при монтаж | 20 x OD |
Минимален работен радиус на огъване | 10 x OD |
Диаметър на полето на режим @ 1310 nm | 8,7-9,5 мама |
| | |
Диаметър на полето на режим @ 1550 nm | 9,8-10,8 мама |
| | | |
Диаметър на облицовката | | 125,0 ± ± 0,7 мм |
| | | |
Грешка в концентричността на сърцевината/обвивката | | 0,6 um |
Некръгла облицовка | | 1,0 % |
Профил на индекса на пречупване | | стъпка |
Дизайн | | Съчетана облицовка |
Материал за основно покритие | | UV втвърдяващ се акрилат |
Диаметър на основното покритие | | 235-250um |
Оптични характеристики | | |
Затихване | | @ 1310nm | £ 0,36 dB/km (окабеляване) |
| @ 1383±3nm | £ 0,34 dB/km |
| | @ 1550nm | £ 0,22 dB/km (окабеляване) |
дисперсия | | @ 1288 ~ 1339 nm | £ 3,5 ps/nm×km |
| @ 1550nm | £ 18 ps/nm×km |
| |
| | | |
Дължина на вълната с нулева дисперсия | | 1300 – 1324 nm |
Наклон на дисперсията при дължина на вълната с нулева дисперсия | £ 0,092 ps/nm2×km |
Дължина на вълната на прекъсване на кабела (cc) | | £ 1260 nm |
Стойност на връзката на дисперсията на поляризационния режим | £ 0,2 ps/√km |
Механични характеристики | | |
Доказателство за ниво на стрес | | ≥0,69 GPa |
Увеличението на загубата от 100 навивки на влакно, свободно навито с | £0,05dB (при 1550nm) |
25 мм радиус | | |
Ефективен групов индекс на пречупване Neff | 1,466 (при 1310 nm) |
Ефективен групов индекс на пречупване Neff | 1.467 (при 1550nm) |
Бележки:
1.По подразбиране наводнена желеобразна смес
2. Съответните технически параметри могат да бъдат коригирани според изискванията на клиентите;
3. Водният блок може да се регулира според изискванията на клиентите;
4. Дизайнът на кабела за устойчивост на пламък, против гризачи, устойчив на термити според изискванията на клиентите.
Как да гарантирате качеството и производителността на вашия оптичен кабел?
Ние контролираме качеството на продуктите от суровината до крайните продукти. Всички суровини трябва да бъдат тествани, за да отговарят на стандарта Rohs, когато пристигнат в нашето производство. Ние контролираме качеството по време на производствения процес чрез модерни технологии и оборудване. Тестваме готовите продукти според стандарта за изпитване. Одобрена от различни професионални институции за оптични и комуникационни продукти, GL също провежда различни вътрешни тестове в собствената си лаборатория и център за изпитване. Ние също провеждаме тест със специално споразумение с Министерството на китайското правителство за контрол на качеството и Центъра за инспекция на оптични комуникационни продукти (QSICO).
Контрол на качеството - Тестово оборудване и стандарт:
Обратна връзка:За да отговорим на най-високите световни стандарти за качество, ние непрекъснато следим обратната връзка от нашите клиенти. За коментари и предложения, моля, свържете се с нас, имейл:[имейл защитен].