Ngày tải lên: 23/02/2014, 15:55
... 0918.775.368 Bài Tập Môn Mạng Và Truyền Thông (Trình bày: Nhóm 2) I/ Giới thiệu phần mềm CISCO PACKET TRACER (V 5.2) Hiện nay có rất nhiều phần mềm tạo Lab ảo được sử dụng, để giúp đỡ các bạn trong quá ... running-config startup-config • 30.N115-7206#exit 5.4. Khắc phục sự cố router Cisco Chắc hẳn trong quá trình sử dụng sẽ nảy ra các vấn đề. Thường nó là lỗi mà người dùng thấy rằng họ không thể đến ... đỡ các bạn trong quá trình học và tìm hiểu các thiết bị mạng của Cisco như phần mềm packet tracer. Sau một khoảng thời gian nghiên cứu về đề tài này nhóm chúng tôi xin trình bày về những kết...
Ngày tải lên: 18/04/2013, 11:24
Giáo án - Bài giảng: BÀI TẬP MÔN LẬP TRÌNH WINDOWS
... pDC->SelectObject(&NewPen); 4 TH Lập trình Windows Chương 1-2 2. Từ chương trình câu 1, thay đổi một số thuộc tính của cửa sổ lần lượt như sau: 5/9 TH Lập trình Windows chương 5 Dialog ... pDoc->SetModifiedFlag (TRUE); pDoc->UpdateAllViews (NULL); 7 TH Lập trình Windows Chương 1-2 3. Bài 3 9/9 TH Lập trình Windows chương 5 Kiến trúc Documents/Views – Dialog, Property ... SetBkColor và SetTextColornhư sau: TH Lập trình Windows chương 5 Dialog - Controls //Trong haøm OnInitDialog() … … 19/19 TH Lập trình Windows Chương 1-2 Gợi ý: - Sử dụng hàm...
Ngày tải lên: 16/04/2014, 14:23
Chuong 1 Bài giảng môn quá trình và thiết bị
... là chất diệp lục . Quá trình quang hợp của vi khuẩn lam là quá trình phosphoryl hóa quang hợp phi tuần hoàn, giải phóng oxy như ở cây xanh. Quá trình này khác hẳn với quá trình 10 Lớp ... dụng làm nguyên liệu để cung cấp cho quá trình sinh tổng hợp tạo ra các thành phần của tế bào hoặc để cung cấp cho quá trình trao đổi năng lượng. Quá trình hấp thụ các chất dinh dưỡng để thoả ... mãn mọi nhu cầu sinh trưởng và phát triển được gọi là quá trình dinh dưỡng. Chất dinh dưỡng phải là những hợp chất có tham gia vào các quá trình trao đổi chất nội bào. Thành phần hoá học của...
Ngày tải lên: 24/04/2014, 12:22
Chuong 3 Bài giảng môn quá trình và thiết bị
... W 1 - khối lượng ẩm chứa trong nguyên liệu, kg; G 1 - khối lượng nguyên liệu khô tuyệt đối, kg. Có sự khác nhau giữa khối lượng xếp đầy tự nhiên, khối lượng nguyên liệu rời G và khối lượng ... liệu H ành trình H ành trình 4 Tháo liệu a) b) Hình 3.2. Băng tải cào: a- Băng tải có các bộ cào cao; b- Băng tải có các bộ cào nằm trong nguyên liệu 1- Bộ vít căng; 2- Đĩa xích truyền ... đặc tính đã cho của máy); A m - công tiêu hao để nén 1 m 3 không khí, phụ thuộc vào đặc tính quá trình nén trong máy (đẳng nhiệt, đoạn nhiệt hay đa hướng), J/m 3. Công suất tiêu thụ của máy...
Ngày tải lên: 24/04/2014, 12:25
Chuong 4 Bài giảng môn quá trình và thiết bị
... các máy có ít dao (đến 6 cái), thì quá trình cắt là gián đoạn, trong các máy có nhiều dao quá trình cắt hầu như là liên tục. Trên hình 4.4 biểu diễn quá trình cắt gọt với loại ít dao và nhiều ... xuất vi sinh. Quá trình phân loại cơ học được thực hiện trên bề mặt sàng được gọi là sàng hay là tán, còn các máy và thiết bị - máy sàng hay máy phân loại. Bản chất của quá trình là ở chổ ... nhất là chọn các máy có cơ cấu bảo đảm quá trình liên tục, tạo bụi ít nhất và bảo đảm làm sạch bột nghiền. 72 a- ÂÍ-2-3:1- khung; 2- Tay quay;3- Khối nam châm; 4- Lỗ thoát; 5- Cửa quan sát;...
Ngày tải lên: 24/04/2014, 12:26
Chuong 5 Bài giảng môn quá trình và thiết bị
... hydratcacbon hoà tan. Khi đó duy trì quá trình thuỷ phân ở chế độ cao bằng cách tăng nhiệt độ trong thiết bị đến 190 0 C cho đến kết thúc quá trình. Kết thúc quá trình thuỷ phân thì ngừng nạp axit, ... nhược điểm trên, người ta sử dụng thiết bị tiến hành đồng thời hai quá trình nghịch đảo và bốc hơi sản phẩm thuỷ phân. Quá trình nghịch đảo được tiến hành dưới áp suất ở nhiệt độ 125 ÷130 0 C. ... những thể tích khác nhau của thiết bị phải đạt được những điều kiện chảy thuận lợi nhất của quá trình thuỷ phân và tháo sản phẩm. Ví dụ khi dòng chất lỏng có dạng hỗn hợp, chất lỏng axít qua...
Ngày tải lên: 24/04/2014, 12:28
Tiết 49: Bài Tập Về Quá Trình Đẳng Nhiệt, Định Luật Bôilơ - Mariốt docx
Ngày tải lên: 22/06/2014, 17:20
bài tập lớn môn truyền dẫn vô tuyến đề tài quá trình truyền lan sóng trong không gian tự do
Ngày tải lên: 20/06/2014, 22:31
Tài liệu BÀI TẬP MÔN HỌC QTKDI :CHƯƠNG 2- QUẢN TRỊ QUÁ TRÌNH SẢN XUẤT pdf
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ÀI TẬP MÔN HỌC QTKDI CHƯƠNG 2: QUẢN TRỊ QUÁ TRÌNH SẢN XUẤT BÀI 1. Hãy xác đ ịnh thời gian công nghệ, chu kỳ sản xuất và thời ... tiết dừng lại giữa các BCV theo phương thức tuần tự là 3h, theo phương thức hỗn hợp là 30 phút. Quá trình sản xuất được tiến hành liên tục không có ngày nghỉ Hướng dẫn Khái niệm sản xuất theo phương...
Ngày tải lên: 19/02/2014, 08:20
CHƯƠNG TRÌNH ĐÀO TẠO TRÌNH ĐỘ ĐẠI HỌC NGÂN HÀNG CÂU HỎI BÀI TẬP MÔN HỌC CHUYỀN KHỐI
Ngày tải lên: 17/06/2014, 18:07
Bài tập: GEN, MÃ DI TRUYỀN VÀ QUÁ TRÌNH TỰ NHÂN ĐÔI CỦA ADN pot
Ngày tải lên: 01/07/2014, 18:20
Lý thuyết và bài tập môn di truyền học - đại học Cần Thơ
... trạng lặn. Sau đó đem lai phân tích F 1 , người ta thu được kết quả trong bảng sau: 1 BÀI TẬP DI TRUYỀN Bài 1. Cho ba cây đậu ký hiệu là A, B và C mọc từ các hạt vàng, trơn lai với một cây ... cách để kiểm tra giả thuyết này. Bài 78. Giả sử bạn là nhà di truyền học đang nghiên cứu 5 loài ruồi giấm (A, B, C, D, E) có quan hệ về nguồn gốc trong quá trình tiến hoá. Hình dưới đây cho ... amino (-NH 2 ). Trình tự các axit amin của đoạn peptide ban đầu như thế nào? Bài 66. Một mạch của đoạn ADN có trình tự như sau: 3'-TACTAACTTACGCTCGCCTCA-5' Hãy xác định trình tự của...
Ngày tải lên: 18/09/2012, 15:29
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