phương pháp lấy mẫu khí co

Ngày tải lên: 17/10/2014, 17:30

Ngày tải lên: 27/08/2014, 12:08

Ngày tải lên: 22/10/2014, 13:59

... Hộp mẫu: Hộp mẫu phải không phản ứng với mẫu và đáp ứng các yêu cầu về kích thƣớc của phổ kế. 2.5.2 Chuẩn bị mẫu và lấy mẫu Mẫu đƣợc lấy theo hƣớng dẫn thực hành D4057 hay D4177. Mẫu phải ... nhiệt mẫu ở nhiệt độ thích hợp để mẫu đủ linh động (đặc biệt là đối với các mẫu đặc nhớt hay rắn ở nhiệt độ phòng), lắc mạnh trộn kỹ mẫu đến khi mẫu đồng nhất hoàn toàn trƣớc khi lấy mẫu. 6.3.3 ... luật của địa phƣơng. 26 - Cho đầy mẫu vào buồng chứa mẫu lỏng. Rút ống chuyển mẫu ra khỏi buồng chứa mẫu và tiếp tục để cho mẫu chảy hết vào buồng chứa mẫu. - Ngay lập tức di chuyển bình...

Ngày tải lên: 07/11/2012, 15:50

Ngày tải lên: 02/03/2013, 16:56

... bằng nước cất, trước khi lấy mẫu phải tráng ít nhất 1 lần bằng chính nước thải mấy mẫu rồi mới lấy mẫu đó. 2. Tiến hành lấy mẫu 2.1. Chọn địa điểm Địa điểm chọn để lấy mẫu phải phụ thuộc vào đặc ... điểm khác nhau, không lấy mẫy ở những nơi có rong rêu mọc, không lấy mẫu trung bình ở hồ. 2.2. Chọn thời gian Lấy mẫu theo mùa, mùa khô và mùa mưa; lấy mẫu theo từng ngày; lấy mẫu theo giờ, mỗi ... thải Phương pháp lấy mẫu, vận chuyển, và bảo quản mẫu TCVN 4556 - 88 Water water Method for selection keeping, transpor – of samples Có hiệu lực từ 01/7/1989 Tiêu chuẩn này quy định phương pháp lấy, ...

Ngày tải lên: 10/04/2013, 09:48

... để sử dụng phương pháp lấy mẫu chất rắn. 1.4.3.3. Lấy mẫu chất khí * Trường hợp lấy mẫu chất khí ở trạng thái động Ống lấy mẫu cần đặt vào giữa dòng không khí. Nếu trong dòng khí có chất ... + Nơi lấy mẫu + Ngày, giờ lấy mẫu + Tên hàng và số lượng hàng + Số lượng mẫu + Cách lấy mẫu + Bao gói mẫu + Chữ ký của người có hàng và người lấy mẫu 5 1.2.5. Đơn vị lấy mẫu Là ... cất giữ mẫu kiểm nghiệm 1.4.6. Biên bản lấy mẫu Khi lấy mẫu phải lập biên bản, nội dung của biên bản lấy mẫu như sau: + Họ, tên, chức vụ của người lấy mẫu + Tên và địa chỉ cơ quan lấy mẫu +...

Ngày tải lên: 23/10/2013, 17:20

... để sử dụng phương pháp lấy mẫu chất rắn. 1.4.3.3. Lấy mẫu chất khí * Trường hợp lấy mẫu chất khí ở trạng thái động Ống lấy mẫu cần đặt vào giữa dòng không khí. Nếu trong dòng khí có chất ... bao giờ cũng được giải quyết bằng phương pháp lấy mẫu và kết quả phân tích mẫu. Cho nên lấy mẫu nếu không cẩn thận và không đúng phương pháp, thì dù phương pháp phân tích có chính xác cũng dẫn ... cất giữ mẫu kiểm nghiệm 1.4.6. Biên bản lấy mẫu Khi lấy mẫu phải lập biên bản, nội dung của biên bản lấy mẫu như sau: + Họ, tên, chức vụ của người lấy mẫu + Tên và địa chỉ cơ quan lấy mẫu +...

Ngày tải lên: 26/10/2013, 04:20

... bằng phương pháp lấy mẫu. Phương pháp nay bao gồm các bước: - lấy mẫu, dua vao 1 vai phương pháp lựa chọn ngẫu nhiên, một mẫu gom vai sản phẩm hay bộ phận trong 1 lô hàng, - kiểm tra mẫu đó, ... ke lam co so cho phương pháp lay mẫu nay. Ta sẽ trinh bay cách sử dụng phương pháp nay thông qua ví dụ tren. Cac bảng chuan sau cho ta cac gia tri co duoc tu cach lấy mẩu đơn giản, lấy mẩu kép và lấy ... hoạch lấy mẫu nhiều lần tong quat nguyên lí kế hoạch lấy mẫu đơn giản. Với chữ J thì kế hoạch lấy mẫu nhiều lần là: n A R 20 * 2 20 0 3 20 0 3 20 1 4 20 2 4 20 3 5 20 4 5 18.3 Chuẩn lấy mẫu: Để...

Ngày tải lên: 26/01/2014, 07:20

... nước thải công nghiệp. Phương pháp Phương pháp này dựa vào viên thuốc thử co chứa alkalinne thioglycollate. Trong quá trình test chỉ cần cho viên thuốc thử vào mẫu, thioglycollate khử ion sắt III ... khuẩn do ánh sáng mặt trời. Để lấy mẫu nước sông, hồ ta dùng dụng cụ lấy mẫu nước gọilà quang lấy mẫu. trước hết khử khuẩn quang bằng ngọn lửa đèn cồn, lắp chai lấy mẫu vào. Dùng kẹp / pince rút ... ngay. ?4"/D2#4"&:$T"N9"U! Mẫu nước được lấy giữa giếng, bể. thao tác lấy mẫu giống như nước sông. 3) Thể tích mẫu nước Yêu cầu 4 : Lấy nước đủ cho xét nghiệm va lưu trữ, không lấy đầy dễ làm nhiễm mẫu nước....

Ngày tải lên: 10/02/2014, 16:29

... khuẩn. Khi lấy mẫu cần tráng chai vài lần bằng chính nguồn nước sẽ dùng lấy mẫu. Một số chỉ tiêu xét nghiệm hoá lý cần kỹ thuật lấy mẫu và bảo quản riêng, Lấy mẫu phân tích các mẫu chứa khí hoà ... trọng. 2) Cỡ mẫu: - Thông thường từ 250 – 500g, ít nhất là 100g mẫu. - Tỷ lệ lượng mẫu lấy trong một lô hàng chiếm khoảng 0,5 - 1‰ 3) Dụng cụ dùng để lấy mẫu thực phẩm. • Dụng cụ lấy mẫu thực phẩm ... NƯỚC Phương pháp lấy mẫu nước để xét nghiệm Hoá – Lý: Nếu mẫu nước được lấy và bảo quản không đúng thì kết quả xét nghiệm hoá - lý không có giá trị. Điều này quan trọng đối với chế độ lấy mẫu, ...

Ngày tải lên: 06/03/2014, 22:20

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 6Co0 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 6Co0 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 6Co0 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...

Ngày tải lên: 15/03/2014, 00:17

Ngày tải lên: 12/07/2014, 06:20

Ngày tải lên: 25/07/2014, 14:21

Ngày tải lên: 30/07/2014, 08:21

Ngày tải lên: 05/11/2014, 15:51

Ngày tải lên: 05/11/2014, 15:51

... -(x+y) =2(2n –x) +2-(x+y) (1)  y ≤ 2n – x (2) Ta co A: (COOH) x (OH) y C 2n-x H 3n–(x+y) 3n = 2x + y (3) Toùm laïi ta tìm ñöôïc: x = y = n = 2 (COOH) 2 (OH) 2 C 2 H 2 Tóm lại nhờ:  p dụng ... A: (C 2 H 3 O 3 ) n. nhóm (-OH). Axit A: ? ⇒ CTCT A: HOOC-CH-CH-COOH OH OH Trong gốc H–C: SốH=2SốC+2-sốchức  Số (-OH) ≤ số C (COOH) 2 (OH) 2 C 2 H 2 tìm Chỉ số CTNG từ :  Khối lượng phân tử ... (C 2 H 3 O 3 ) n. Có chứa nhóm (-OH) Axit A : ?  Trong gốc H–C: SốH=2SốC+2-sốchức Số (-OH) ≤ số C (COOH) x (OH) y C 2n-x H 3n–(x+y) 3n = 2x + y Nguyên tắc: tìm Chỉ số CTNG p dụng 5: (Trích đề...

Ngày tải lên: 19/09/2012, 14:38

... chuyển khí O 2 từ khí trời vào mô tế bào và Vận chuyển khí CO 2 từ mô tế bào ra khí trời phụ thuộc vào sự chênh lệch áp lực riêng phần của từng loại Bảng 14.1: Nồng độ khí trong máu Loại khí 1 ... dõi PaO 2 và PaCO 2 liên tục là rất cần thiết. CÁC PHƯƠNG PHÁP THEO DÕI OXYGEN VÀ CARBONIC Ở TRẺ EM Kỹ thuật đo khí máu qua lấy máu động mạch + Cho kết quả tốt nếu: - Kỹ thuật lấy máu chuẩn - ... tuần hoàn thì tcPCO 2 ổn định hơn so với tcPO 2 Máu động mạch Pule oxymeter Qua da Hình 14.6. Các kỹ thuật theo dõi khí máu ở trẻ em ƯU, NHƯỢC ĐIỂM CHÍNH CỦA CÁC PHƯƠNG PHÁP Đo qua lấy máu động...

Ngày tải lên: 25/10/2012, 11:28

... định phương pháp chọn mẫu và cỡ mẫu cho các vùng kiểm toán chính. B. GIAI ĐOẠN LẬP KẾ HOẠCH: 1. Phương pháp chọn mẫu: Thống kê Phi thống kê 2. Các khoản mục không áp dụng kiểm tra chọn mẫu mà ... sổ: Nội dung: XÁC ĐỊNH PHƯƠNG PHÁP CHỌN MẪU- CỠ MẪU (KẾ HOẠCH/THỰC HIỆN) A810 2/3 Tên Ngày Người thực hiện Người soát xét 1 Người soát xét 2 Chương trình kiểm toán mẫu (Áp dụng chính thức ... ……………………………………………………………………………………………………………………… 3. Các khoản mục kiểm tra chọn mẫu theo phương pháp phân nhóm được xác định cỡ mẫu như sau: • Các phần tử có giá trị lớn hơn “Khoảng cách mẫu sẽ được kiểm tra 100%; Các phần tử đặc...

Ngày tải lên: 26/10/2012, 14:53