giáo trình vi sinh vật

Hoạt tính vi sinh vật potx

Hoạt tính vi sinh vật potx

Ngày tải lên : 24/03/2014, 17:21
... loài vi sinh vật thuộc các nhóm virus, vi khuẩn vi nấm, xạ khuẩn… gây bệnh cho côn trùng và hoạt động đối kháng với những loài vi sinh vật gây bệnh khác. Bên cạnh đó vi sinh vật còn sản sinh ... giảng môn học này sinh vi n đã được học qua các giáo trình cơ sở thuộc lónh vực Sinh Học, bao gồm : - Sinh Học Tế Bào - Vi Sinh Vâït Học đại cương - Hoá Sinh Học đại cương - Sinh Lý Thực ... các nhóm vi khuẩn, nấm, xạ khuẩn, nguyên sinh động vật với những đặc điểm sinh lý, sinh thái khác nhau. Riêng vi khuẩn đã rất phong phú, bao gồm: vi khuẩn hiếu khí, vi khuẩn kỵ khí, vi khuẩn...
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Giáo trình thuốc bảo vệ thực vật

Giáo trình thuốc bảo vệ thực vật

Ngày tải lên : 11/08/2012, 13:00
... hữu cơ), sinh học (vi sinh vật và các sản phẩm của chúng, nguồn gốc thực vật ), có tác dụng ngăn ngừa hay diệt trừ các loài vi sinh vật gây hại cho cây trồng và nông sản (nấm ký sinh, vi khuẩn, ... vật, vi sinh vật và các chế phẩm khác dùng ñể phòng trừ sinh vật gây hại tài nguyên thực vật. Gồm: các chế phẩm dùng ñể phòng trừ sinh vật gây hại tài nguyên thực vật; các chế phẩm ñiều hoà sinh ... diệt dịch hại. Thuốc có nguồn gốc sinh học: gồm các loài sinh vật (các loài ký sinh thiên ñịch), các sản phẩm có nguồn gốc sinh vật ( như các loài kháng sinh ) có khả năng tiêu diệt dịch hại....
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Tài liệu Thực tập vi sinh vật chuyên ngành doc

Tài liệu Thực tập vi sinh vật chuyên ngành doc

Ngày tải lên : 24/02/2014, 11:20
... nghiên cứu vi sinh vật 1 Bài số 2: Phương pháp cố ñịnh tiêu bản và nhuộm tế bào vi sinh vật 12 Bài số 3: Chuẩn bị dụng cụ và môi trường nuôi cấy vi sinh vật 16 Bài số 4: Nuôi cấy vi sinh vật ... phospho, lưu huỳnh 67 Bài số 17: Xác ñịnh sinh khối vi sinh vật ñất 75 Bài số 18: Sinh trưởng của vi sinh vật 83 Bài số 19: Thăm quan kiến tập về vi sinh vật 86 Phụ lục 88 Tài liệu tham khảo ... và nguyên sinh ñộng vật 53 Bài số 13: Quá trình chuyển hoá nitơ dưới tác dụng của vi sinh vật 60 Bài số 14: Chuyển hoá lưu huỳnh dưới tác dụng của vi sinh vật 63 Bài số 15: Vi sinh vật phân...
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Báo cáo " Chiết Tách, Tinh Sạch Và Khảo Sát Tác Dụng Đối Kháng Vi Sinh Vật Của Salanin Từ Nhân Hạt Cây Xoan Ấn Độ ̣Azadirachta indica A. Juss) Trồng Tại Việt Nam" pot

Báo cáo " Chiết Tách, Tinh Sạch Và Khảo Sát Tác Dụng Đối Kháng Vi Sinh Vật Của Salanin Từ Nhân Hạt Cây Xoan Ấn Độ ̣Azadirachta indica A. Juss) Trồng Tại Việt Nam" pot

Ngày tải lên : 20/03/2014, 19:20
... Hoi dong Nganh Khoa hoc Vat lieu, Vien Khoa hoc va Cong nghe Viet Nam giai doan 2006-2007 TÀI LIU THAM KH4O 1. Kiyoshi Endo - Synthesis and Structure of Poly(vinyl chloride), Prog. Polym. Sci. ... Nano ’02, Brno 2002. SUMMARY RELATIVE MELT VISCOSITY, STRUCTURE AND PHYSICO-MECHANICAL PROPERTIES OF POLY(VINYL CHLORIDE)/NANOCLAY COMPOSITES 23 Poly(vinyl chloride)/organo-nanoclay (PVC/clay) ... ngày 7 tháng 5 nm 2005 Thái Hoàng, Nguy7n Thc Kim, to Quang Th+m, Vi6 n K{ thu>t nhi6t !:i, Vi6 n Khoa h c và Công ngh6 Vi6 t Nam. Nguy7n Ti'n D†ng, LN Ánh Ng c, Nguy7n Th' Anh,...
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GIÁO TRÌNH TĨNH HỌC VÀ ĐỘNG HỌC

GIÁO TRÌNH TĨNH HỌC VÀ ĐỘNG HỌC

Ngày tải lên : 28/03/2014, 17:34
... d / 2 d x Hình 3-10 Học vi n kỹ thuật quân sự Bộ môn cơ học vật rắn khoa cơ khí Đỗ Anh Cờng ( Chủ biên ) Vũ Quốc Trụ Lê Nho Thiết Tạ Hữu Vinh Lê Hải Châu Bài tập Cơ ... N, F và ngẫu M, lực N chính là phản lực liên kết khi không có ma sát, lực F là thành phần lực sinh ra khi tính đến ma sát và ngẫu M chính là ngẫu lực ma sát lăn. 3.1.2. Định luật ma sát trợt ... N C =43,4kN. 2-5. Tấm tròn, trọng lợng không đáng kể, nằm ngang trên mũi nhọn ở tâm O của tấm. Trên chu vi tấm tròn đặt ba điểm nặng trọng lợng P 1 =1,5N, P 2 = 1N và P 3 =2N sao cho tấm trên vẫn cân...
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Giáo trình kỹ thuật số

Giáo trình kỹ thuật số

Ngày tải lên : 04/04/2014, 22:01
... không phải là chữ số của hệ hai). Thêm nữa vi c thực hiện các giá trị logic còn phụ thuộc vào vi c chọn các trị số vật lý để biểu diễn. Ví dụ: với vi mạch thuộc họ TTL người ta đưa ra 2 cách ... tồn tại ở mức logic cao của T, quá trình đó làm cho vi c xác định chính xác mạch đang ở trạng thái nào là không th ể, do đó T chỉ có thể làm vi c ở chế độ đồng bộ (vì thực tế thời gian tồn tại ... thái với bất kỳ mức logic nào của T Nhận xét chung về chế độ làm vi c của các loại FF: + Các D FF và RS FF có thể làm vi c ở chế độ đồng bộ V T Q n+1 1 0 Qn 1 1 Qn 0 0 Qn 0 1 Qn ...
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GIÁO TRÌNH ĐỊNH GIÁ BẤT ĐỘNG SẢN

GIÁO TRÌNH ĐỊNH GIÁ BẤT ĐỘNG SẢN

Ngày tải lên : 14/04/2014, 09:29
... bất động sản là lấy vi c phán đoán giá trị làm mục đích, nghĩa là n ặng về vi c phán đoán những lợi ích mà quyền lợi đối với nó có thể sản sinh ra. Loại quyền lợi có thể sản sinh ra lợi ích kinh ... thửa đất khác cũng sản sinh ra thu lợi ròng giống v ới nó. Có thể thấy rằng nguyên tắc thay thế là một trong những nguyên tắc cơ bản biểu hiện hành vi, kinh t ế hợp lý. Phạm vi thích nghi của nguyên ... theo giá trị hiện tại của một đồng một năm (PVIFA) trong m năm với l ãi suất i% / một năm, có dạng như sau: PVIFA = 1 - 1 (4-3) (1+i) m i Trong đó: PVIFA giá trị hiện tại của một đồng một năm...
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GIÁO TRÌNH ĐỊNH GIÁ ĐẤT - HỒ THỊ LÂM TRÀ

GIÁO TRÌNH ĐỊNH GIÁ ĐẤT - HỒ THỊ LÂM TRÀ

Ngày tải lên : 14/04/2014, 09:33
... 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 ... ở Vi t Nam hiện nay, sinh vi n phải hiểu và biết cách vận dụng các phƣơng pháp định giá đất phổ biến và thông dụng đƣợc áp dụng ở nhiều nƣớc trên thế giới. Khi học môn học Định giá đất sinh ... cho sinh vi n những kiến thức cơ bản nhất về đất đai, thị trƣờng đất đai, giá đất, định giá đất và nguyên tắc xác định giá đất trong nền kinh tế thị trƣờng theo định hƣớng XHCN. Cung cấp cho sinh...
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