Chương 2: Ghép kênh PCM,PDH potx

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 1 Th.S Phạm Thị Phượng MÔN HỌC: KỸ THUẬT GHÉP KÊNH Chương 2: Ghép kênh PCM,PDH 2010-03-17 2 Th.S Phạm Thị Phượng  PDH : Plesiochronous Digital ... thành 8 bit theo luật A và tín hiệu ra được đưa vào bộ ghép kênh.  Ghép 30 kênh tín hiệu số, 1 kênh đồng bộ và 1 kênh báo hiệu được ghép xen bít tạo thành luồng E1. 2010-03-17 7 Th.S ... Phạm Thị Phượng NỘI DUNG CHƯƠNG 2  Lòch sử phát triển của PCm  Sơ đồ khối bộ ghép PCM -N  Luồng PCM 30 và PCM 24  Phân cấp ghép luồng thứ cấp PDH.  Nguyên lý ghép luồng thứ cấp  Kỹ...

... thiểu- Đối với phân tập thu 2 anten, mỗi sector có 2 kênh anten; đối với phân tập thu 4 anten, mỗi sector có 4 kênh antenKhông kết hợp trong kênh truyền - Cấu hình không kết hợp được khuyến ... độc lập hoặc kết hợp- DRFU0: anten đơn, máy thu đôi- DRFU1: anten đơn, máy thu đôi- DRFU2:anten đôiHình 8.6 Các kết nối cáp RF cho S5 (không phân tập truyền dẫn)/S6 (không phân tập truyền ... số lượng anten trong mạng dual-band được tính toán giống như cách tính trong mạng single-band Chương 10. Các chỉ tiêu kỹ thuật của BTS390010.1 Các chỉ tiêu dung lượng của BTS3900/BTS3900A Các...

... 11 Chương 2: Nhà Quản Trị2CHƯƠNG II: NHÀ QUẢN TRỊI. Kỹ năng quản trị1. Nhà Quản trị2. Các kỹ năng quản trịII.Phong ... hợp lý:B1: Xác định rõ công việc, yêu cầu về kết quả phải đạt, thời điểm bắt đầu và kết thúcB2: Làm sáng tỏ những yêu cầu và kết quả cuối cùngthông qua thảo luậnB3: Chính thức giao nhiệm...

... biãún âäøi âãưu (multimode graded index fiber). Âãø tàng täúc âäü bit lãn nỉỵa, ta gim âỉåìng kênh ca li xúng cn bàòng mäüt bỉåïc sọng âån (m103 µ− ) âãø cho táút c ạnh sạng phạt ra âãưu ... mäüt phảm vi hẻp. Trong trỉåìng håüp sau, cäng sút tên hiãûu cao hån, cho phẹp dng cho thu âỉåìng kênh nh- gi l VSAT (Very Small Aperture Terminal). Mäüt hãû thäúng vãû tinh âiãøn hçnh âỉåüc trçnh...

... ghép kênh dùng cách tử nh phần tử tách -ghép bớc sóngcó thể sử dụng cho thiết bị mà các sợi đều là đơn mode hoặc sợi vào đơn mode-sợi ra đa mode.Nói chung, các bộ ghép kênh hoặc giải ghép kênh ... 1993 đã có thể ghép đợc 6 kênh (đối với nguồn LED), 22 kênh (đối với nguồn Laser). Nếu sử dụng kỹ thuật cắt phổ của nguồn phát LED để nâng cao số kênh ghép thì có thể ghép tới 49 kênh. Đối với ... các thiết bị quang tổ hợp, ghép nhiều kênh. Thông thờng trong thiết bị ghép kênh, ghép với các chuỗi sợi quang chồng lên nhau từng đôi một gọi là ghép kênh kép. Trong thực tế ngời ta đã chế...

... đồng bộ màu ghép vào thềm sau xung xóa ngang.H . 2.13 Tín hiệu đồng bộ mặt SECAM2.5 GHÉP KÊNH TRUYỀN DẪNĐến đây ta đã khảo sát việc ghép các tín hiệu để tạo thành tín hiệu một kênh. Đối với ... tổng hợp của một kênh cần được ghép theo một phương thức nào đó thỏa mãn yêu cầu này.Người ta đã chọn phương thức phân chia theo tần số để ghép tín hiệu, nghóa là tín hiệu mỗi kênh chiếm một ... tín hiệu trên được ghép thành tín hiệu gọi là tín hiệu tổng hợp dải nền của một kênh. Tín hiệu này được đổi tần lên VHF hoặc UHF để truyền dẫn.Do yêu cầu truyền dẫn nhiều kênh trên một môi trường...