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thiết kế mô hình mạng cho doanh nghiệp

Thiết kế hệ thống mạng cho doanh nghiệp vừa và nhỏ có thêm chi nhánh sử dụng VPN

Thiết kế hệ thống mạng cho doanh nghiệp vừa và nhỏ có thêm chi nhánh sử dụng VPN

Điện - Điện tử - Viễn thông

... hình tính đồng bộ cho IKE và Pre-share keySau khi ta đã cấu hình IKE policy cho các thiết bị thì bước kế tiếp ta làm ở đây sẽ là thiết lập tính đồng bộ (identity) cho IKE và pre-share key cho ... trả lời tốt nhất hiện nay nếu Client DNS Server không biết 10 Hình 1. : hình thiết kế VPN doanh nghiệp Ngoài ra, Internet là một môi trường công cộng, việc chia sẻ dữ liệu có tính riêng tư ... lý mạng dữ liệu người dùng, bảo mật và các nguồn tài nguyên được phân phối, cho phép tương tác với các thư mục khác. Thêm vào đó, Active Directory được thiết kế đặc biệt cho các môi trường kết...
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Đồ án tốt nghiệp - Thiết kế mô hình mạng ATM MPLS

Đồ án tốt nghiệp - Thiết kế hình mạng ATM MPLS

Báo cáo khoa học

... 33 Thiết kế hình mạng ATM MPLS 3.1.3 Các cấu trúc chung của MPLs 31 3.1.4 MPLS và các kết hợp IP trên ATM khác 32 3.1.5 Các bớc thiết kế mạng ATM MPLS 33 3.2 Chọn thiết bị ... Dịch vụ mạng riêng ảo IP (VPN) - VPN thiết lập cơ sở hạ tầng cho mạng intranet và extranet, đó là các mạng IP mà các công ty kinh doanh sẽ thiết lập trên cơ sở toàn bộ cấu trúc kinh doanh của ... khiển và lớp ứng dụng và dịch vụ. Mạng MPLS, hay ATM MPLS là mạng lõi trong hệ thống mạng NGN. Trong luận văn này chỉ tập trung nghiên cứu thiết kế hình mạng ATM MPLS này. 3.1.2 Chuyển...
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Thiết kế mô hình mạng thông tin vệ tinh cho mạng chuyên dụng

Thiết kế hình mạng thông tin vệ tinh cho mạng chuyên dụng

Thạc sĩ - Cao học

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ƯƠNG 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Thiết kế mô hình mạng ATM MPLS

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Công nghệ thông tin

... từng bớc tiến tới mạng MPLS hoàn toàn, luận văn tập trung nghiên cứu về các giải pháp thiết kế mạng ATM MPLS. Đặc biệt bài báo cáo nghiên cứu thiết kế hình phỏng mạng ATM MPLS có thể ... Thiết kế hình mạng ATM MPLS Lơng Thị Thảo Trờng Đại học Công nghệ 1 ĐạI HọC QUốC GIA Hà NộI TRƯờng đại học công nghệ Lng Th Tho THIết kế hình mạng ... tắc khi triển khai mạng NGN 25 2.5.3 Mô hình mạng MPLS 26 2.6 Tóm tắt chơng 27 CHƯƠNG 3: Thiết kế mạng ATM MPLS 28 3.1 Giới thiệu 28 3.1.1 hình chức năng mạng NGN 29 3.1.2...
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Cơ khí - Vật liệu

... lại lợi ích thiết thực cho người sử dụng,và đặc biệt là mang lại một nguồn lợi ích không nhỏ cho người chăn nuôi.Trang 1Bài tiểu luận: Mtk32 Tính Toán Thiết Kế Hình Biogas Cho Hộ Gia Đìnhdẻo ... Tính Toán Thiết Kế Hình Biogas Cho Hộ Gia Đình4. biogas và vấn đề cơ giới hóa nông nghiệp Phát triển biogas cũng có thể tạo nên một nguồn nhiên liệu mới cho việc cơ giới hóa nông nghiệp. ... váng thì vi khuẩn yếm khí mới hoạt động được. Mô hình hầm biogas với công nghệ cải tiến thì dạng hình hộp chữ nhật được thiết kế từ sự kết hình biogas cải tiến vacvina và loại hầm biogas...
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Công nghệ thông tin

... Topo mạng Kiến trúc mạng Giao thức mạng Topo mạng hình tả phương thức kết nối các thành phần trong mạng với nhau.Giao thức mạng là tập hợp các quy tắc, quy ... bỏ liên kết (logic): giải phóng tài nguyên hệ thống đã được cấp phát cho liên kết để dùng cho liên kết khác. 1.3 Các chức năng chủ yếu của hình OSI8kết nối các mạng con thành liên mạng để ... tạo mạng LAN ảo (VLAN).5.5 Router Hình 2.17 Thiết bị router Router là thiết bị mạng lớp 3 của hình OSI (Network Layer). Router kết nối hai hay nhiều mạng IP với nhau. Các máy tính trên mạng...
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Công nghệ thông tin

... đitrên một kết nối TCP. 24này là các trạm đầu cuối, các máy tính và các thiết bị khác của mạng. Bộ kết nốitrung tâm của mạng điều phối mọi hoạt động trong mạng. Mạng dạng hình sao cho phép nối ... cáp, giải pháp này cho phép nối trực tiếp máy tính với Hub không cần thông qua trục bus, tránh được cácyếu tố gây ngưng trệ mạng. Hình 2.1 Cấu trúc mạng hình sao Mô hình kết nối hình sao ngày nay ... Option.CHƯƠNG II MẠNG LAN VÀ THIẾT KẾ MẠNG LANPHẦN I .KHÁI NGHIỆM MẠNG LAN1. Khái nghiệm Mạng cục bộ LAN (Local Area Network) là hệ thống truyền thông tốcđộ cao được thiết kế để kết nối các máy...
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Quản trị mạng

... - hình dùng mạng WorkGroup. Các máy User dùng Windows XP, các máy cung cấp tài nguyên (Files, Printer ) dùng Windows Server 2k3 với các bước thực hiện :  Đặt IP cho các máy  Cấu hình ... như hình vẽ > OK > OK Quảng trị mạng Collection By traibingo 38 - Màn hình Location and Comment > Next - Màn hình Print Test Page > Chọn Yes > Next - Màn hình ... PPPoE/PPPoA > Next - Màn hình Quick Start – PPPoE/PPPoA > Nhập thông tin như hình vẽ > Next Quảng trị mạng Collection By traibingo 11 3. Cấu hình File server (thực hiện tại...
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Thiết kế

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Quản trị kinh doanh

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Giáo án Bài giảng: LAB: Thiết lập hệ thống mạng cho Doanh nghiệp nhỏ

Giáo án Bài giảng: LAB: Thiết lập hệ thống mạng cho Doanh nghiệp nhỏ

Cao đẳng - Đại học

... Printer > Add Printer LAB: Thiết lập hệ thống mạng cho Doanh nghiệp nhỏ Trang 1 /38 LAB: Thiết lập hệ thống mạng cho Doanh nghiệp nhỏ I- HÌNH - hình sử dụng 2 máy tính ... LAB: Thiết lập hệ thống mạng cho Doanh nghiệp nhỏ Trang 8 /38 - Mở IE > Nhập google.com.vn > Quan sát đã truy cập web thành công LAB: Thiết lập hệ thống mạng cho Doanh nghiệp ... các bước thực hiện :  Đặt IP cho các máy  Cấu hình Router ADSL  Cấu hình File server  Cấu hình Print server LAB: Thiết lập hệ thống mạng cho Doanh nghiệp nhỏ Trang 22 /38 ...
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Tài liệu Đồ án tốt nghiệp - Thiết kế mô hình cửa đóng mở tự động cho gara ô tô với kỹ thuật PLC docx

Tài liệu Đồ án tốt nghiệp - Thiết kế hình cửa đóng mở tự động cho gara ô tô với kỹ thuật PLC docx

Báo cáo khoa học

... 10001 END 5.0 sec00000 00001 TIM000 TIM000 ĐỒ ÁN TỐT NGHIỆP Đề tài THIẾT KẾ HÌNH CỬA ĐÓNG MỞ TỰ ĐỘNG CHO GARA Ô TÔ VỚI KỸ THUẬT PLC PHẦN 1 : CÁC LOẠI CỬA TỰ ĐỘNG ... hoá vốn đầu tư cho thiết bị và xí nghiệp. Các hệ thống sản xuất linh hoạt(FMS) đáp ứng được các nhu cầu này. Hệ thống bao gồm các thiết bị như các máy điều khiển số, rôbôt công nghiệp, dây truyền ... G.P.C- Thiết bị lập trình đồ hình F.I.T-Tecminal thông minh trong xí nghiệp. Bộ môn tự động hóa 4III- cửa trượt Loại cửa này có đặc điểm là có một rãnh trượt cố định cho...
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Tài liệu Đồ án tốt nghiệp - Thiết kế mô hình đóng mở tự động cho Gara ô tô với kỹ thuật PLC ppt

Tài liệu Đồ án tốt nghiệp - Thiết kế hình đóng mở tự động cho Gara ô tô với kỹ thuật PLC ppt

Báo cáo khoa học

... đều là cảm biến hồng ngoại. Đồ án tốt nghiệp Thiết kế hình đóng mở tự động cho Gara ô tô với kỹ thuật PLC Bộ môn tự động hóa 34 Địa chỉ Lệnh Dữ liệu 00000 LD ... chính xác và cụ thể về cửa tự động, cần thiết phải chế tạo ra hình cửa đóng mở tự động, tả hoạt đọng, hình dáng, cấu tạo của cửa tự động. Từ hình này t có thể quan sát và tìm hiểu hoạt ... trên thực tế. Cũng từ hình có thể thấy được ưu nhược điểm của thiết kế mà từ đó khắc phục những hạn chế, phát huy thế mạnh thiết kế cánh cửa ưu việt hơn, hoàn thiện hơn cho con người. CHƯƠNG...
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Thiết kế mô hình cửa đóng mở tự động cho gara ô tô với kỹ thuật PLC

Thiết kế hình cửa đóng mở tự động cho gara ô tô với kỹ thuật PLC

Cơ khí - Vật liệu

... chạy Có hộp? Băng chuyền táo dừng Bộ môn tự động hóa 9 ĐỒ ÁN TỐT NGHIỆP Đề tài THIẾT KẾ HÌNH CỬA ĐÓNG MỞ TỰ ĐỘNG CHO GARA Ô TÔ VỚI KỸ THUẬT PLC PHẦN 1 : ... hoá vốn đầu tư cho thiết bị và xí nghiệp. Các hệ thống sản xuất linh hoạt(FMS) đáp ứng được các nhu cầu này. Hệ thống bao gồm các thiết bị như các máy điều khiển số, rôbôt công nghiệp, dây truyền ... tính (RS232\RS242) d) Máy in ghép nối e) Mạng tự động hoá xí nghiệp f) Mạng cục bộ g) Mạng mở rộng h) F.A, EMS, C.M.I Điều khiển mềm dẻo Bộ môn tự động hóa 32 ...
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