Đồ án: Nghiên cứu điều chỉnh khoảng giãn cách sản phẩm trong các băng chuyền pot

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 Đồ án Nghiên cứu điều chỉnh khoảng giãn cách sản phẩm trong các băng chuyền 1 MỤC LỤC LỜI MỞ ĐẦU 1 CHƢƠNG 1: TỔNG QUAN VỀ CÔNG NGHỆ BĂNG TẢI 3 1.1.GIỚI ... truyền động, băng tải đứng, băng tải nghiêng, băng tải từ, Gầu tải, Vít tải . Các loại băng tải này đƣợc sử dụng để vận chuyển vật liệu rời, vụn nhƣ cát sỏi, đá, xi măng, sản phẩm trong các nghành ... CÁC LĨNH VỰC SẢN XUẤT ỨNG DỤNG THIẾT BỊ VÂN TẢI LIÊN TỤC 12 1.3.1. Hệ thống băng tải trong các dây chuyền sản xuất của nhà máy: Giầy, thuốc, nƣớc uống có ga. 12 1.3.2. Hệ thống băng tải trong...

... 9 1.2.2.8. Băng tải nghiêng 9 1.2.2.9. Băng tải chống cháy 10 1.3. CÁC LĨNH VỰC SẢN XUẤT ỨNG DỤNG THIẾT BỊ VÂN TẢI LIÊN TỤC 12 1.3.1. Hệ thống băng tải trong các dây chuyền sản xuất của ... băng tải trong dây chuyền sản xuất của nhà máy xi măng 13 1.3.3. Hệ thống băng tải trong công nghiệp hàng không 15 1.4. CÁC YÊU CẦU VỀ ĐIỀU KHIỂN TRUYỀN ĐỘNG ĐIỆN CHO BĂNG TẢI 15 1.4.1. Các ... truyền động, băng tải đứng, băng tải nghiêng, băng tải từ, Gầu tải, Vít tải . Các loại băng tải này đƣợc sử dụng để vận chuyển vật liệu rời, vụn nhƣ cát sỏi, đá, xi măng, sản phẩm trong các nghành...

... và biểu đồ 3.1 cho thấy, nhịp tim trớc và sau bơm hơi ổ bụng cũng nh giữa các nhóm nghiên cứu khác nhau không có ý nghĩa thống kê. Trong phẫu thuật, nhịp tim thờng rất dễ thay đổi bởi các đả ... giữa các nhóm chứng và nhóm tăng thông khí không khác nhau chứng tỏ mức u thán và toan hô hấp trong mổ nội soi không ảnh hởng tới nhịp tim. Kết quả nghiên cứu phù hợp với nhận định của các tác ... Chính vì vậy sự tăng hay giảm nhịp tim trong nhóm nghiên cứu ít liên quan đến nguyên nhân do thuốc mê. Nhóm chứng, toan hô hấp thể hiện rõ rệt sau bơm hơi. ở các nhóm tăng thông khí, PaCO2 và...

... mang con cách nhau một khoảng bằng 1/T, thì chúng sẽ trực giao với nhau trong khoảng t2 - t1 là bội số của T. OFDM đạt được tính trực giao trong miền tần số bằng cách phân bố mỗi khoảng ... năng đồng bộ (đồng bộ ký tự, đồng bộ tần số sóng mang) trong hệ thống OFDM. 1.8. Điều chế số tín hiệu Trong hệ thống OFDM, tín hiệu đầu vào là ở dạng bit nhị phân. Do đó, điều chế trong ... tổng hợp các sóng mang con, các sóng mang con được điều chế bằng cách sử dụng khóa dịch pha PSK hoặc điều chế biên độ vuông góc QAM. Chúng ta sẽ xét đến phương pháp điều chế QAM. Trong hệ...

... chất lợng yêu cầu.20 Phần I: Lý LUậN Về SảN PHẩM Và chiến lợc sản phẩm I. Khái niệm về sản phẩm và chiến lợc sản phẩm .1. Khái niệm về sản phẩm. Sản phẩm Hàng hoá là tất cả những cái, những ... lợc sản phẩm trong công ty dợc phẩm TRAPHACO các nhân tố ảnh hởng đến việc xây dựng chiến lợc sản phẩm của công ty .- Phân tích và nghiên cứu thực trạng chiến lợc sản phẩm của công ty trong ... về 1 loại sản phẩm mới Chơng trình nghiên sản phẩm Chơng trình kỹ thuật sản xuất Chơng trình bán hàng Chơng trình sản xuất 4. Các giải pháp hỗ trợ để hoàn thiện chiến lợc sản phẩm của...

... AT5002. Bản đồ mưa bao gồm: lưới đường đẳng trị mưa, các tâm mưa lớn cùng sự dịch chuyển theo không gian trong các đợt lũ lớn trên các sông Đà, Thao, Lô trong các năm nêu trên.3. Số liệu các đợt ... và xây dựng các bản đồ ngập lụt ứng với các tình huống mưa-lũ khác nhau trên ĐBSH.5. Nghiên cứu xây dựng công nghệ điều hành tổ hợp công trình phòng chống lũ ĐBSH.5.1. Nghiên cứu thiết kế ... dựng các phần mềm để thu thập, chỉnh lý và lưu trữ số liệu trên hệ thống Sông Hồng.5.2. Nghiên cứu thiết kế công nghệ dự báo hạn ngắn lũ trên các sông thượng nguồn sông Hồng.5.3. Nghiên cứu...

... khiển các máy nén khí – Hình I.5.a + Sơ đồ nguyên lý mạch điều khiển các máy nén khí – Hình I.b + Sơ đồ nguyên lý mạch điều khiển các máy nén khí – Hình I.5.c - Sơ đồ nguyên lý mạch lực và điều ... - Sơ đồ nguyên lý mạch động lực – Hình I.3 - Sơ đồ nguyên lý mạch điều khiển chung – Hình I.4 - Sơ đồ nguyên lý mạch điều khiển các máy nén khí – Hình I.5(a;b;c) + Sơ đồ nguyên lý mạch điều ... hại. Các hệ thống tự động hoá giúp ta theo dõi, giám sát các quy trình công nghệ thông qua các hệ thống đo lường kiểm tra. Các hệ thống tự động hoá còn thực hiện các chức năng điều chỉnh các...

... giữa các phần tử trong mảng. Vì vậy, trong thực tế khoảng cách giữa các phần tử trong mảng bằng nữa bước sóng sóng mang là tốt nhất. Trong đồ án này ta giả thiết khoảng cách giữa các phần tử trong ... được hiện tượng aliasing, khoảng cách giữa các phần tử trong mảng phải nhỏ hơn hay bằng nửa bước sóng sóng mang của tín hiệu. Tuy nhiên khoảng cách giữa các phần tử trong mảng cũng không được ... Nếu khoảng cách giữa các phần tử trong mảng đường thẳng bằng nhau thì mảng được gọi là mảng anten dãy (ULA) .Hình vẽ sau mô tả một mảng ULA gồm N phần tử .Khoảng cách giữa các phần tử trong...