Đồ án mạng truyền thông
... ĐH GTVT TP HCM-TỰ ĐỘNG HÓA CÔNG NGHIỆP- TĐ05 2009 ĐỒ ÁN MẠNG TRUYỀN THÔNG THIẾT KẾ HỆ THỐNG MẠNG TRUYỂN THÔNG CHO NHÀ MÁY XI MĂNG - GIẢI PHÁP CỦA HÃNG SIEMEN. GVHD: Trần ... hiểu giải pháp mạng truyền thông của hãng Siemen và giải pháp chọn lựa. Giải pháp mạng truyển thông của hãng Siemen: Siemen đưa ra khá đầy đủ các giải pháp cho mạng truyển thông cho các lĩnh ... pháp của hãng: Mô tả giải pháp mạng truyền thông của hãng Siemen : Các cấp hệt thống mạng và phương pháp truyền thông: Cấp quản lý( Management leave): truyển thông theo chuẩn Enthernet Cấp...
Ngày tải lên: 20/11/2012, 14:16
Ngày tải lên: 16/09/2013, 00:16
Ngày tải lên: 01/05/2014, 08:21
CÔNG TÁC LẬP DỰ ÁN ĐẦU TƯ MẠNG VIỄN THÔNG TẠI VIỄN THÔNG TỈNH LẠNG SƠN
... DỰ ÁN ĐẦU TƯ MẠNG VIỄN THÔNG TẠI VIỄN THÔNG TỈNH LẠNG SƠN I. Phân loại và các bước lập dự án đầu tư Mạng viễn thông : bao gồm mạng viễn thông công cộng, mạng viễn thông dùng riêng, mạng viễn thông ... thiết bị viễn thông được liên kết bằng các đường truyền dẫn : a. Mạng viễn thông công cộng :là mạng viễn thông do doanh nghiệp viễn thông lập để cung cấp các dịch vụ viễn thông .Mạng viễn thông công cộng ... MẠNG VIỄN THÔNG TẠI VIỄN THÔNG TỈNH LẠNG SƠN 2 I. PHÂN LOẠI VÀ CÁC BƯỚC LẬP DỰ ÁN ĐẦU TƯ 2 1. Phân loại dự án đầu tư mạng viễn thông 2 2. Quy trình hình thành một dự án đầu tư mạng viễn thông 3 3....
Ngày tải lên: 22/04/2013, 20:31
PHƯƠNG ÁN TÍCH HỢP MẠNG CỐ ĐỊNH-DI ĐỘNG CHO MẠNG VIỄN THÔNG CỦA VIỆT NAM GIAI ĐOẠN TỪ NAY ĐẾN 2010
Ngày tải lên: 22/07/2013, 19:34
LỰA CHỌN PHƯƠNG ÁN TÍCH HỢP MẠNG CỐ ĐỊNH – DI ĐỘNG CHO MẠNG VIỄN THÔNG VIỆT NAM
... ÁN TÍCH HỢP MẠNG CỐ ĐỊNH-DI ĐỘNG CHO MẠNG VIỄN THÔNG CỦA VIỆT NAM GIAI ĐOẠN TỪ NAY ĐẾN 2010 132 6.2.6. Phương án phát triển mạng di động 149 6.2.7. Cấu hình mạng hội tụ 152 SVTH:Trần Thị Đồng ... Thị Đồng - 503102019 50 Đồ án tốt nghiệp DANH MỤC CÁC HÌNH VẼ Hình 1-1 - Lộ trình triển khai dịch vụ trên mạng Viễn thông Việt nam Hình 2-1 - Kiến trúc mạng hội tụ Hình 2-2 - Kiến trúc mạng ... trợ MIME. SVTH:Trần Thị Đồng - 503102019 40 Đồ án tốt nghiệp • hoạt động liên mạng với mạng dùng SIP nhưng không theo kiến trúc IMS • hoạt động liên mạng giữa IMS và mạng chuyển mạch kênh bên...
Ngày tải lên: 26/07/2013, 15:36
ĐỒ ÁN " MẠNG THÔNG TIN DI ĐỘNG GSM -PHẦN 1 ( CHƯƠNG 1 CẤU TRÚC MẠNG GSM)
... Management Network : mạng quản lý viễn thông ). Lúc ny một mặt hệ thống khai thác v bảo dỡng đợc nối đến các phần tử của mạng viễn thông ( các MSC , BSC , HLR v các phần tử mạng khác trừ BTS ... lu thông của các thuê bao trong mạng. Về mặt địa lý một mạng di động gồm : Vùng mạng. Vùng phục vụ. Vùng định vị. Ô (Cell). 1. Vùng mạng Các đờng truyền giữa mạng GSM/PLMN v mạng ... các cuộc gọi đến v từ mạng chuyển mạch điện thoại công cộng (PSTN), mạng số liên kết đa dịch vụ (ISDN), mạng di động mặt đất công cộng (PDN) v có thể l các mạng riêng. ở mạng cũng có một số các...
Ngày tải lên: 26/10/2013, 20:15
ĐỒ ÁN " ĐỒ ÁN " MẠNG THÔNG TIN DI ĐỘNG GSM -PHẦN 2"( CHƯƠNG 3 TỔNG QUAN VỀ BÁO HIỆU CCS7)
... cho các dịch vụ viễn thông mới trong mạng như : PSTN : Mạng chuyển mạch điện thoại công cộng. ISDN : Mạng số liên kết đa dịch vụ. IN : Mạng thông minh. PLMN: Mạng thông tin di động ... truyền tải tối ưu hoá thông tin số liệu như ghép hoặc tách các luồng số liệu trước khi chúng đi vào mạng. Lớp mạng : Cơ sở dịch vụ của lớp mạng là cung cấp một kênh thông suốt để truyền ... Lớp ĐTVT4 - Khoá 41 Đồ án tốt nghiệp PHẦN II ỨNG DỤNG BÁO HIỆU SỐ 7 TRONG MẠNG GSM CHƯƠNG 3 TỔNG QUAN VỀ BÁO HIỆU CCS7 3.1 Khái niệm chung về báo hiệu Trong thông tin điện thoại,...
Ngày tải lên: 26/10/2013, 20:15
ĐỒ ÁN "MẠNG THÔNG TIN DI ĐỘNG GSM "
... 30 (G703) (G732,734) 39 ĐỒ ÁN ĐỒ ÁN MẠNG THÔNG TIN DI ĐỘNG GSM " Nguyễn Hà Dương - Lớp ĐTVT4 - Khoá 41 Đồ án tốt nghiệp định tuyến của SCCP cung cấp khả ... Thiết lập sự đấu nối. 53 Nguyễn Hà Dương - Lớp ĐTVT4 - Khoá 41 Đồ án tốt nghiệp Ở đầu xa lưu đồ thông tin ngược lại. Địa chỉ phần bị gọi Địa chỉ phần gọi ... báo TCAP Phần giao dịch Phần tử Phần tử Hình 3.36 Lưu đồ thông tin Kênh báo hiệu 71 Nguyễn Hà Dương - Lớp ĐTVT4 - Khoá 41 Đồ án tốt nghiệp Kênh số liệu báo hiệu có thể là số hoặc...
Ngày tải lên: 04/11/2013, 11:15
Tài liệu ĐỒ ÁN " ĐỒ ÁN " MẠNG THÔNG TIN DI ĐỘNG GSM -PHẦN 2 ( CHƯƠNG 5 MẠNG BÁO HIỆU SỐ 7) pdf
... trên tuyến này. 103 Nguyễn Hà Dương - Lớp ĐTVT4 - Khoá 41 Đồ án tốt nghiệp 5.7 Thí dụ về thiết kế báo hiệu số 7 trong mạng thông tin di động 5.7.1 Số lượng bit / bản tin trung bình đối ... Nguyễn Hà Dương - Lớp ĐTVT4 - Khoá 41 Đồ án tốt nghiệp Theo tính toán lưu lượng kênh báo hiệu cho phép mỗi kênh báo hiệu chỉ nên tải 0,3 Erlang trong ... Dương - Lớp ĐTVT4 - Khoá 41 Đồ án tốt nghiệp RLC (Release Complete - Tín hiệu hoàn toàn giải phóng) : cho biết là mạch rỗi. 5.7.2 Các tuyến báo hiệu Giả thiết sơ đồ báo hiệu giữa các MSC...
Ngày tải lên: 09/12/2013, 16:15
Đánh giá mức độ nhận thức của sinh viên khóa k45 trường đại học kinh tế huếvề thương hiệu mạng viễn thông beeline
Ngày tải lên: 11/12/2013, 16:41
Tài liệu ĐỒ ÁN " MẠNG DI ĐỘNG GSM - PHẦN I ( CHƯƠNG 2 CÁC GIAO DIỆN VÀ THÔNG TIN...) pptx
... ĐTVT4 - Khoá 41 Đồ án tốt nghiệp thông tin hiệu chỉnh tần số cho các trạm MS. FCCH chỉ được sử dụng ở đường xuống. Kênh đồng bộ (SCH- Synchronization Channel): mang thông tin để đồng bộ khung ... các thông báo tìm gọi/ các thông báo quảng bá chừng nào chất lượng tín hiệu của tần số mới vẫn đủ tốt. Quyết định về việc thay đổi tần số BCH/CCCH sẽ thực hiện mà không cần thông báo cho mạng, ... chuyển đến một tần số mới đồng thời cũng chỉ ra TCH mới. Tình huống này không đòi hỏi thông tin gửi đến phần còn lại của mạng. Sau khi chuyển giao MS phải nhận được thông tin mới về các ô lân...
Ngày tải lên: 21/12/2013, 00:15
Giải pháp MOBILE BACKHAUL và phương án triển khai trên mạng viễn thông hưng yên
... điểm. 2.1.4 Mạng MAN-E của Viễn thông Hưng Yên Mạng MAN-E của Viễn thông Hưng Yên sử dụng thiết bị của hãng Huawei, dòng Router NE40E. Cấu hình mạng metro ethernet tại Viễn thông Hưng Yên ... src="data:image/png;base64,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ương 2 HIỆN TRẠNG MẠNG MAN-E VÀ MẠNG MOBILE BACKHAUL VIỄN THÔNG HƯNG YÊN 2.1. Kiến trúc MAN-E Viễn thông Hưng Yên 2.1.1. Khái niệm MAN-E Mạng Ethernet đô thị là mạng sử dụng công nghệ ... triển khai trong mạng IP: HỌC VIỆN CÔNG NGHỆ BƯU CHÍNH VIỄN THÔNG NGUYỄN ĐĂNG THÀNH GIẢI PHÁP MOBILE BACKHAUL VÀ PHƯƠNG ÁN TRIỂN KHAI TRÊN MẠNG VIỄN THÔNG HƯNG YÊN ...
Ngày tải lên: 13/02/2014, 12:47
Nghiên cứu dịch vụ IPTV trên nền IMS và đề xuất phương án triển khai trên mạng viễn thông hà nội
... HỌC VIỆN CÔNG NGHỆ BƯU CHÍNH VIỄN THÔNG Vũ Hữu Hưng NGHIÊN CỨU DỊCH VỤ IPTV TRÊN NỀN IMS VÀ ĐỀ XUẤT PHƯƠNG ÁN TRIỂN KHAI TRÊN MẠNG VIỄN THÔNG HÀ NỘI Chuyên ngành: ... về băng thông thấp + Khả năng truy nhập trên nhiều loại thiết bị 2 MỞ ĐẦU Cùng với sự bùng nổ của các công nghệ mới và nhu cầu sử dụng dịch vụ viễn thông của khách hàng, mạng viễn thông đã ... dàng tích hợp với mạng viễn thông cũ và các dịch vụ tồn tại, trung tâm hệ thống thanh toán phải dựa trên giải pháp OSA, dễ dàng tương thích với các dịch vụ bên thứ ba b, Phương án xây dựng các...
Ngày tải lên: 16/02/2014, 13:18
Đồ Án 2:"HỆ THỐNG BÁO TRỘM ỨNG DỤNG CÔNG NGHỆ SMS TRONG MẠNG GSM" potx
... Ths.Nguyễn Thế Hoàng Hồ Anh Phong Page 32 ĐỒ ÁN HỆ THỐNG BÁO TRỘM ỨNG DỤNG CÔNG NGHỆ SMS TRONG MẠNG GSM Đồ Án 2: HỆ THỐNG BÁO TRỘM ỨNG DỤNG CÔNG NGHỆ SMS TRONG MẠNG GSM Mở rộng chức năng cảnh báo ... 49 Đồ Án 2: HỆ THỐNG BÁO TRỘM ỨNG DỤNG CÔNG NGHỆ SMS TRONG MẠNG GSM SVTH: Trần Anh Dũng GVHD: Ths.Nguyễn Thế Hoàng Hồ Anh Phong Page 41 Đồ Án 2: HỆ THỐNG BÁO TRỘM ỨNG DỤNG CÔNG NGHỆ SMS TRONG MẠNG ... NGHỆ SMS TRONG MẠNG GSM 4.2 Sơ đồ giải thuật phần mềm SVTH: Trần Anh Dũng GVHD: Ths.Nguyễn Thế Hoàng Hồ Anh Phong Page 40 Đồ Án 2: HỆ THỐNG BÁO TRỘM ỨNG DỤNG CÔNG NGHỆ SMS TRONG MẠNG GSM TRISD=0x00; ...
Ngày tải lên: 30/03/2014, 15:20
NGHIÊN CỨU ỨNG DỤNG CÔNG NGHỆ MAN TRÊN NỀN MẠNG VIỄN THÔNG BƯU ĐIỆN NGHỆ AN
Ngày tải lên: 19/06/2014, 22:39
NGHIÊN CỨU PHƯƠNG ÁN TRIỂN KHAI DỊCH VỤ IPTV TRÊN MẠNG VIỄN THÔNG VNPT
Ngày tải lên: 20/06/2014, 00:02
Kỹ thuật truyền dẫn IP trên quang và phương án triển khai trên mạng Viễn Thông Hà Nội
Ngày tải lên: 21/06/2014, 15:39
giải pháp truyền tải ip trên quang cho mạng viễn thông tỉnh nghệ an
Ngày tải lên: 22/06/2014, 15:39
Bạn có muốn tìm thêm với từ khóa: