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Безлімітний 4G Інтернет     Антени      Цифрове телебачення4G Мобільний Wi-Fi
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Широкополосная 4G/3G/GSM антенна R-NET 900-2600 МГц 17 dBi + 10м кабеля RG-6 + переходник

Широкополосная 4G/3G/GSM антенна R-NET 900-2600 МГц 17 dBi + 10м кабеля RG-6 + переходник
  • Широкополосная 4G/3G/GSM антенна R-NET 900-2600 МГц 17 dBi + 10м кабеля RG-6 + переходник, фото 2
  • Широкополосная 4G/3G/GSM антенна R-NET 900-2600 МГц 17 dBi + 10м кабеля RG-6 + переходник, фото 3
  • Широкополосная 4G/3G/GSM антенна R-NET 900-2600 МГц 17 dBi + 10м кабеля RG-6 + переходник, фото 4
  • Широкополосная 4G/3G/GSM антенна R-NET 900-2600 МГц 17 dBi + 10м кабеля RG-6 + переходник, фото 5

1 475 ₴

  • Готово до відправки
+380 (98) 099-72-20
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  • +380 (50) 262-00-81
  • +380 (63) 250-91-21
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повернення товару протягом 14 днів за рахунок покупця
Широкополосная 4G/3G/GSM антенна R-NET 900-2600 МГц 17 dBi + 10м кабеля RG-6 + переходникШирокополосная 4G/3G/GSM антенна R-NET 900-2600 МГц 17 dBi + 10м кабеля RG-6 + переходник
1 475 ₴
Готово до відправки
+380 (98) 099-72-20
Viber Telegram WhatsApp
  • +380 (50) 262-00-81
  • +380 (63) 250-91-21
Опис
Характеристики
Інформація для замовлення

Комплектация:

  • антенна 17dBi 1 шт
  • кабель RG-6 10м
  • переходник к роутеру/модему ts9/crc9 - 1 шт на выбор

Призначена для роботи в 4G, 4G+ і 3G UMTS та GSM мережах, в якості абонентських приймально-передавальних антен для забезпечення високої якості роботи модемів, репітерів всередині будівель, в офісах, підвалах, ангарах чи інших місцях з поганими умовами прийому сигналу стільникової станції.
Антену необхідно встановити на даху, або за вікном і правильно зорієнтувати в сторону передавальної вежі  потрібного оператора.
Антена підключається до модему, репітера або телефону через гніздо, або безконтактний перехідник (Пристрій безконтактного підключення мобільного обладнання - NET-3G RN-021). 

Основні технічні характеристики:

Робочий діапазон частот, Мгц ………824-960 / 1700 - 2700
Коефіцієнт підсилення, dBi……………………..……до 17
Поляризація: …………………горизонтальна / вертикальна 
Діаграма вертикальна, градусів……………………….36-65
Діаграма горизонтальна, градусів…………………….38-52
Вхідний опір, Ом………………….……………………… 75
Допустима потужність, Вт….…………………………… 20
КСВ не більше……………………………………...……… 2
Робоча температура, С ……………………………-60 .. + 60
Тип роз'єму………………………………………… F-роз'єм
Розміри антени, мм …………………………….255х255х85
Вага антени, кг………………………………...…………. 0,9
Матеріал випромінювача………………. оцинкована сталь
Матеріал коробки……………………………………… ABS

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</p>

Основні атрибути
Вага0.42 кг
ВиробникR-TEX
Країна виробникУкраїна
ЗастосуванняВуличне
Користувальницькі характеристики
СтанНове
Вид роз'ємівF
  • Ціна: 1 475 ₴

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