giáo trình thanh tra và kiểm toán môi trường

... lớn nằm ngoài phạmvi của đoàn thanh tra nên phải gửi trình lên đềnghị Chủ tịch Tỉnh Bình Dương, tránh thanh tra Bộ TN-MT, Cục Trưởng, tránh thanh tra Cục môi trường ra quyết định xử phạt. ... trưởng cục Cảnh sát môi trường, Chánh thanh tra Tổng cục môi trường có quyền xử phạt HTX trên I. MỞ ĐẦUTrong những năm qua, phát huy truyền thống của ngành, Thanh tra Sở TN &MT tỉnh ... nhiều cố gắng nỗ lực trong công tác: Thanh tra, kiểm tra môi trường; giải quyết đơn thư khiếu nại, tố cáo (KN-TC) của công dân. Kết quả công tác thanh tra đã phát hiện, chấn chỉnh, xử lý nhiều...

... tác thanh tra: Một mặt, do lực lượng thanh tra còn thưa thớt, thường là theo đợt và sốlượng các đoàn thanh tra, kiểm tra thường ít bởi vậy doanh nghiệp dễ đối phóhơn mặt khác tỉ lệ thanh tra kiểm ... bàn tỉnh Thanh Hóa.2.1.Xây dựng lực lượng:Trước thực tế đang diễn ra, để chấn chỉnh tình hình, Thanh tra Chính phủ và Thanh tra tỉnh Thanh Hóa đã tiến hành nhiều cuộc thanh tra, kiểm tra ở cáccơ ... qua đoàn thanh tra, kiểm tra trên địa bàn tỉnh Thanh Hóa hoạt động rất chủ động và tích cực, phát hiện và xử lí các đối tượng viphạm pháp luật BHXH. Tuy nhiên, công tác thanh tra kiểm tra vẫn...

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... alt="" I. Kiểm Toán Môi Trường (KTMT)I. Kiểm Toán Môi Trường (KTMT)1.Khái niệm1.Khái niệm Theo Cục BVMT năm 2003 thì : Kiểm toán môi trường là “công cụ quản lý bao gồm một quá trình đánh ... dụngII .Giáo Dục Môi Trường (GDMT)II .Giáo Dục Môi Trường (GDMT)Khái Niệm Khái Niệm " ;Giáo dục môi trường là một quá trình thông qua các hoạt động giáo dục chính quy và không ... và khách quan được văn bản hoá về việc làm thế nào để thực hiện tổ chức môi trường, quản lý môi trường và trang thiết bị môi trường hoạt động tốt". Theo Cục BVMT năm 2003 thì : Kiểm toán...

... quy mô chủ yếu người ta phân loại môi trường theo không gian Địa lý như môi trường toàn cầu, môi trường khu vực, môi trường quốc gia, môi trường vùng, môi trường địa phương. 3.3 Theo mục đích ... số các chương trình và chính sách môi trường được soạn thảo tốt và rõ ràng là có những tác động tích cực, có lợi cho môi trường. Còn đa số các chương trình và chính sách môi trường chưa được ... http://www.ebook.edu.vnChương I Môi trường và phát triển I. Môi trường 1. Khái niệm về môi trường 1.1. Khái niệm chung về môi trường Môi trường là một khái niệm rất rộng, được định...

... tế và môi trường và những nội dung kiến thức cơ bản của quản lý môi trường phù hợp với hoàn cảnh cụ thể của Việt Nam và xu hướng biến đổi môi trường toàn cầu. Giáo trình Kinh tế và Quản lý môi ... liệu và môi trường. 4. Cân bằng vật chất và chất lượng môi trường Sơ đồ 1. 2: Cân bằng vật chất và quan hệ giữa kinh tế và môi trường Môi trường ... Môi trường và phát triểnI. Môi trường 1. Khái niệm về môi trường 1.1. Khái niệm chung về môi trường Môi trường là một khái niệm rất...

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...

... nhiệt độ môi trường và áp suất cao (khoảng 200bar). . Dạng lỏng ở nhiệt độ -1610C và áp suất môi trường không khí. Cùng một năng lượng như nhau, khí thiên nhiên hóa lỏng có thể tích và khối ... cung cấp dưới áp suất khoảng vài bars phụ thuộc vào nhiệt độ lưu trữ và được hút vào lỗ A và van thứ nhất B. Trong khoang đầu tiên C thực hiện đồng thời sự bốc hơi và giãn nở sơ bộ đến áp suất ... xúc tác đặc biệt. C. Số liệu so sánh trong vài trường hợp điển hình: Sau đây là số liệu so sánh của vài trường hợp động cơ xăng và động cơ NGV. Trường hợp thứ nhất (bảng 8.11), nếu xét hai...

... nhập những con mang trùng vào đàn sạch bệnh. Để thanh toán Str. suis típ 2 có thể loại con nái mang trùng, thay thế bằng đàn giống sạch bệnh, đồng thời quản lý đàn tốt và áp dụng các biện pháp ... tăng lên.Tác nhân môi trường: Tỷ lệ mắc bệnh lâm sàng phụ thuộc vào tác Bệnh liên cầu khuẩn ở lợn (Streptococcus suis)Khái niệm: Streptoccocus suis nhiễm phổ biến ở lợn con một vài tuần tuổi ... màng não ở lợn lớn từ 10 – 14 tuần tuổi.Điều trịnhân môi trường như không đủ thông thoáng, mật độ đàn cao và các stress khác. Việc xáo trộn và vận chuyển lợn cũng hay làm bệnh phát ra. Sự lây...

... hấp thu phụ thuộc vào 2 yếu tố: quá trình giải phóng dược chất trước đó và đặc điểm môi trường hòa tan.- Hấp thu: tốc độ và mức độ hấp thu phụ thuộc vào quá trình giải phóng và hòa tan của dược ... phóng: là bước mở đầu cho quá trình SDH. Không có giải phóng thì sẽ không có hòa tan và hấp thu. Sự giải phóng phụ thuộc vào tá dược, kỹ thuật bào chế và môi trường giải phóng.Thí dụ: viên ... của dược chất phụ thuộc vào bề mặt tiếp xúc giữa tiểu phần rắn và môi trường hòa tan. Trên thực tế, các nhà SDH đã phát hiện ra một số chế phẩm không có tác dụng điều trị và đã chứng minh rằng...