quy trình điều độ htđ quốc gia

... Phòng Điều độ. Mục 3. Quy n hạn của KSĐH HTĐ Quốc gia Điều 101. KSĐH HTĐ Quốc gia có quy n: 1. Độc lập tiến hành thao tác trên thiết bị thuộc quy n điều khiển; 2. Ra lệnh chỉ huy điều độ và ... cho Trưởng phòng Điều độ, Phó giám đốc, Giám đốc ĐĐQG. M ục 2. Nhiệm vụ của KS ĐH HTĐ Quốc gia Điều 100. Kỹ sư điều hành HTĐ Quốc gia có nhiệm vụ: 1. Chỉ huy điều độ HTĐ Quốc gia (thông qua ... của cấp điều độ HTĐ Quốc gia) trình Tổng giám đốc Tổng công ty Điện lực Việt Nam hoặc Phó Tổng giám đốc được uỷ quy n phê duyệt. Cấp điều độ HTĐ Quốc gia phải gửi cho mỗi cấp điều độ HTĐ miền...

... CẤP ĐIỀU ĐỘ HỆ THỐNG ĐIỆN QUỐC GIA Điều 5. Điều độ HTĐ Quốc gia được phân thành 3 cấp: 1. Cấp điều độ HTĐ Quốc gia là cấp chỉ huy điều độ cao nhất của toàn bộ HTĐ Quốc gia. Cấp điều độ HTĐ Quốc ... quy n điều khiển và kiểm tra, gửi tới các đơn vị tham gia công tác điều độ HTĐ Quốc gia. Mục 2. Chế độ chỉ huy điều độ Hệ thống điện Quốc gia Điều 29 . Trung tâm Điều độ HTĐ Quốc gia : 1. ... Quốc gia do cơ quan Trung tâm Điều độ HTĐ Quốc gia (gọi tắt là A 0 ) đảm nhiệm. 2. Cấp điều độ HTĐ miền là cấp chỉ huy điều độ HTĐ miền, chịu sự chỉ huy trực tiếp của cấp điều độ HTĐ Quốc gia. ...

... CẤP ĐIỀU ĐỘ HỆ THỐNG ĐIỆN QUỐC GIA Điều 5. Điều độ HTĐ Quốc gia được phân thành 3 cấp: 1. Cấp điều độ HTĐ Quốc gia là cấp chỉ huy điều độ cao nhất của toàn bộ HTĐ Quốc gia. Cấp điều độ HTĐ Quốc ... quy n điều khiển và kiểm tra, gửi tới các đơn vị tham gia công tác điều độ HTĐ Quốc gia. Mục 2. Chế độ chỉ huy điều độ Hệ thống điện Quốc gia Điều 29 . Trung tâm Điều độ HTĐ Quốc gia : 1. ... Quốc gia do cơ quan Trung tâm Điều độ HTĐ Quốc gia (gọi tắt là A 0 ) đảm nhiệm. 2. Cấp điều độ HTĐ miền là cấp chỉ huy điều độ HTĐ miền, chịu sự chỉ huy trực tiếp của cấp điều độ HTĐ Quốc gia. ...

... 6" " bản. Nội dung cuốn sách trình bày phương pháp luận, quy trình, các nguyên tắc và thiết kế công cụ đo lường; các phương pháp phân tích item, chọn mẫu, đánh giá độ tin cậy, độ hiệu lực; thiết kế ... KẾT QUẢ 78 3.1. Mô tả quá trình thử nghiệm 78 3.1.1. Đối tượng, thời gian, địa điểm thử nghiệm 78 3.1.2. Quy trình thử nghiệm 78 3.1.3. Công cụ hỗ trợ quá trình thử nghiệm 80 3.2. Kết ... viên sư phạm 81 3.2.2. Kết quả của các phiếu điều tra 91 3.3. Đánh giá sơ về quy trình xây dựng bộ công cụ và bộ công cụ 98 3.3.1. Đánh giá quy trình xây dựng và triển khai bộ công cụ 98...

... thanh quy t toán kinh phí sự nghiệp kinh tế thực hiện các nhiệm vụ, dự án quy hoạch; 2.1.3. Quy trình lập và ñiều chỉnh quy hoạch sử dụng ñất, kế hoạch sử dụng ñất chi tiết kỳ cuối cấp xã: Quy ... CỨU QUY TRÌNH ðIỀU CHỈNH QUY HOẠCH SỬ DỤNG ðẤT ðAI CẤP XÃ 26 2.1.1. Nội dung ñiều chỉnh quy hoạch sử dụng ñất ñai chi tiết cấp xã 26 2.1.2. Các căn cứ pháp lý quy ñịnh việc ñiều chỉnh quy ... NGHIÊN CỨU 2.1. NGHIÊN CỨU QUY TRÌNH ðIỀU CHỈNH QUY HOẠCH SỬ DỤNG ðẤT ðAI CẤP XÃ 2.1.1. Nội dung ñiều chỉnh quy hoch s dng ủt chi tit cp xó: ã Nội dung ñiều chỉnh quy hoạch sử dụng ñất chi...

... việc chăm sóc e. Tất cả các câu trên ĐIỀU DƯỠNG CƠ BẢN I Quy trình chăm sóc Quy trình dạy học Quy trình quản lý… Thu thập và xử lý thông tin ĐIỀU DƯỠNG CƠ BẢN I Sử dụng ngũ quan để ... THAY LỜI KẾT Quy trình điều dưỡng là chìa khóa để phát triển ngành nghề điều dưỡng ĐIỀU DƯỠNG CƠ BẢN I GV. VŨ VĂN TIẾN ĐIỀU DƯỠNG CƠ BẢN I GV. VŨ VĂN TIẾN Xây ... thực hiện các hành động từ thấp đến cao, từ dễ đến khó, từ đơn giản đến phức tạp.  Ghi chép cụ thể các hành động đã thực hiện và bàn giao cụ thể các hành động chưa làm. ĐIỀU DƯỠNG CƠ BẢN...

... http://cict.agu.edu.vn E-mail: cict@agu.edu.vn ĐỀ KIỂM TRA CHỨNG CHỈ TIN HỌC ỨNG DỤNG TRÌNH ĐỘ A QUỐC GIA Thời gian thi: 135 phút Ngày thi: 06-12-2009 Đề thi số: Lưu ý: - Thí sinh lưu các tập ... Đề thực hành Trang 1/5 TRUNG TÂM TIN HỌC - ĐẠI HỌC AN GIANG Số 25 - Võ Thị Sáu, TP Long xuyên, An giang Tels: (076) 3945454 – ext. 666; Fax: (076) 3842560 Website: http://cict.agu.edu.vn ... SeaGames25 b. Control Panel. c. Tập tin notepad.exe. d. Đối tượng My Computer 5. Sử dụng chương trình WordPad, bạn hãy tạo tập tin LyThuyet.rtf có nội dung trả lời các câu hỏi sau đây: a. Tổ...

... http://cict.agu.edu.vn E-mail: cict@agu.edu.vn ĐỀ KIỂM TRA CHỨNG CHỈ TIN HỌC ỨNG DỤNG TRÌNH ĐỘ A QUỐC GIA Thời gian thi: 135 phút Ngày thi: 24-01-2010 Đề thi số: Lưu ý: - Thí sinh lưu các tập ... đây 10 năm, tốc độ truy cập Internet VN chỉ là 2Mb. Tốc độ "chậm hơn rùa" này khiến khách hàng phải trả rất nhiều tiền mỗi khi truy cập. Thế nhưng, đó chính lại là động lực cho Internet ... rất to lớn. N T Đề thực hành Trang 1/4 TRUNG TÂM TIN HỌC - ĐẠI HỌC AN GIANG Số 25 - Võ Thị Sáu, TP Long xuyên, An giang Tels: (076) 3945454 – ext. 666; Fax: (076) 3842560 Website: http://cict.agu.edu.vn...

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...

... tiến trình đến và tiến trình phục vụ, còn có thêm các giả thiết sau:  Tiến trình đến là tiến trình Poisson với tham số λ  Khoảng thời gian đến phân bố theo hàm mũ với tham số 1/λ  Thời gian ... thời gian với độ dài cố định được phân bố theo tiến trình Poisson.  Biểu diễn khoảng thời gian: là các khoảng thời gian X i giữa các sự kiện liên tiếp nhau được phân bố theo hàm mũ. Tiến trình ... t  là )t(ot1       Tiến trình đến không có nhớ: một tiến trình đến trong khoảng thời gian t  là độc lập với các tiến trình trước đó và các tiến trình trong tương lai. Nếu lấy một...