Thủy lực và cấp thoát nước trong nông nghiệp part 8 ppsx

... tượng và phương pháp nghiên cứu(tt) TỔNG LIÊN ĐOÀN LAO ĐỘNG VIỆT NAM TRƯỜNG ĐẠI HỌC TÔN ĐỨC THẮNG o0o  BÀI GIẢNG  THỦY LỰC VÀ CẤP THOÁT NƯỚC  NGÀNH XÂY DỰNG DÂN DỤNG VÀ CÔNG NGHIỆP ... src="data:image/png;base64,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 +82 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 88+ YxstttHj7eLWdL+R0rmFrt7I/ne51u05cOcc3n+fdvw4jT+uWX6tFRxxupYiaT2dcvg5unZ2Uu51lsHvT741sbao6OOo+fdMQcW/mCjo+HJa9Zu8sq4MmTjqRsKwQchFyLxmKMLPPjFGsEusuGhpgDKrx0DGexH97rtWT9KTyfgfau77iQNoXbmMXhaBVbAiweISe8bJiAgxK916qxZ3XDqP/4ya6+lY05Oxv /8+ nshscp9OkVt5Y4tdrZy5f7KiQhyi+6AjuWN1hs6Vsoxp2h/fPp7OYRJ27J6l1OEjk66jw56gjp1roEuEvHU1y9Xuvps65VwGYIOPBe84Krmslk9v59/7pujiptJ9762+n1Wn +82 LeigKDvq+qxUIwlz/OTk/MvnwcpzGqGg8kNB3VlWf2PF/v7+y1PhSWAVUDJCTjY8sD57Tih99rFF9yz53vK1dYxUt6wy7To3ajeAde3VnU+e949PNy1ooBSqWRDyl1oWoni5kLIqhbej0bTb8fDGyYSr1/3LFBXsgS4OTur9irA5tNaCTjYmtPTUfUa7X6LjayNPVEpHEtx84EjOlagPObz/OuXwa1nHFZbltVfveo5LaicptP5l 88/ 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 /88 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 /8+ zLJ64bk9/jqo2N/0+/ehdGPDBoPJ+3d9n8PNBBw8yLfjoXRj82az/NPHs6qWX00mM+nGVlyXcSj0gzuuG9mMD+/7Q5 /83 SzfYCrd2IDrMo7T01Fl/o7DwWT5UFU2YDCYVC8sWy0BB/enLG27b7f37/rVW3lOp/P/+/tH4Q+lGxtzZcZRyScNHkK6sXVv357KOO4yTyucjybd2JgrM45PH8+q8dw6VXTLP+0qFgStkICD+4+a0o3tql7Gkef5ctuqdGPDljOOwWDy6eOZTwYurlKkG1v39u3pZDLzOVzn9HRUmKdJNzbsyoyjAs/taDSVbmx/IXY8/P7dQuxqAg7uYziYSDfKYDCYfKvQF/H+XX/5UC7pxuY9Oep0L3/s/f7YOAr/nVYu7YqzLf/39w/nBF23BC0E01lWf/FyX7qxYY3GzqtXveXndj6Pujs1nc7fSTfK4cvngUK2Kwk4uM+oKbgt0VS7Kgnu8ddBYUfUUfnbUq/XX7/pFTIO4yjUarWzs7F8vzxms/zdu1M9dLcuQd2KtUWdbvPPPw8Kz+2H9yErcK+stGWLFLJdyZuOh46abF0FVp7LNUHdbvPJ5UYJNqler794uV8orP3woW+zlJRNJrMP7x1fXy7j0UwPXWEJuny5z6tXPenGFnW6zeXez4gVuMuVtmxd6IKgNfGy46GjJmUQeuU5nc7fLu016RPeukZj519/Pbr4JzZLSdl8ni8fgUwZ6KG76MvnYjnki5f7mj237uhpt9drXfyTcBcef//u5sQyWhQE+RwuEnDwG1wKW+a3W9CLY/M8f/euWBP0178PpRtl0Gxmr15fah4ej2bf1OeTpA/vbV2WelWvh65Wq52djU9Ozi/+yeHh7sFB2ydTBi9e7rfa2cU/+efTWZTdKZfClpmLYwsEHPzGqKnxuORvt4hjz8nJ+Xh0qXvwzz8PVNKWx/5+q1BYe3w8HI2mPhmSYuuy/D 586 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 +82 C+cjuZGFSpsuY2OEFJrVDk7G/f7l3Y13vypHLLsms2sEEJ9+li6mZvmlIg0qtQEHHi1ebttXr8/Ltyc8seLPd9agAFjp/7s+aVv6vh4WObOYXiIk5NzzSlBlXCtuCZ5Xhzue71Wu93wDJTf4eFuoVGlVDO35b4notBELODgplfbl 88/ 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 +81 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 38+ 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 483 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 788 6DMV/Bsi4CD+7zdJLjl8a+/HlVmU335uXKpylYsX5uiAhx+OXrada2YEbDklnuKXaqyFcvXptSCb7kvx2dsi52n6xgVuA8JbklULLi98rl6+/ZUxrFJx18Hy5W0KsDhohcv91UyGgFL7uCgvdz76XyrTZpO53//56TQ7FmB57bdbvwp49i2o6OOnafrCDi4p0ZjR8ax9bld9YLbRmNn+Rg/GcfGLKcbWVZ//aanAhwuWlQyyjiMgGVfAi1VG8k4NubKdOPFy/1qPLedblPGsc2f9lHHtSk3EHDwoLWoKrVtqXBZWrOZLY+aMo4NuDLd+Ovfh9INWCbj2KJXr3vSjTtarjaScWzAlenG0VHn4KBdmb+ji2O3xaWwtxJw8CCq1Lai8mVpV+4MyDjW6rp0Q 387 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 486 ezvt0JMu6fT+Y+T85OT85v/RpU/cAQqqZJNKxpSkno+Dw93Hx22Q2TreZ6fD6e3BospHDhSnlXAzf22cZcAlWzmKjMBB2Uccn7+nHz9OqhAyW6W1Z8cdR492jU0bveJujXmqNVq3W7z8PFut9ss4Zc1nc77/dGPH6ObfxSiDajGLP/7t+HNOWYI3W7z6KjjjVQxd4k5FgU7+71WCZOORa7R749vPeVXtLHFL6gCFW2x9s8qRsBBqQfR0x+joBVrvV7r8HDXxK5sQ+YN7bUXx6RHj9rdbnO7M7PFf/BgMLnLOqfXaz056mhIgSq5tROtnCT7KViUE95lhnZ4uNvda25 982 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 ... src="data:image/png;base64,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 +82 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 88+ YxstttHj7eLWdL+R0rmFrt7I/ne51u05cOcc3n+fdvw4jT+uWX6tFRxxupYiaT2dcvg5unZ2Uu51lsHvT741sbao6OOo+fdMQcW/mCjo+HJa9Zu8sq4MmTjqRsKwQchFyLxmKMLPPjFGsEusuGhpgDKrx0DGexH97rtWT9KTyfgfau77iQNoXbmMXhaBVbAiweISe8bJiAgxK916qxZ3XDqP/4ya6+lY05Oxv /8+ nshscp9OkVt5Y4tdrZy5f7KiQhyi+6AjuWN1hs6Vsoxp2h/fPp7OYRJ27J6l1OEjk66jw56gjp1roEuEvHU1y9Xuvps65VwGYIOPBe84Krmslk9v59/7pujiptJ9762+n1Wn +82 LeigKDvq+qxUIwlz/OTk/MvnwcpzGqGg8kNB3VlWf2PF/v7+y1PhSWAVUDJCTjY8sD57Tih99rFF9yz53vK1dYxUt6wy7To3ajeAde3VnU+e949PNy1ooBSqWRDyl1oWoni5kLIqhbej0bTb8fDGyYSr1/3LFBXsgS4OTur9irA5tNaCTjYmtPTUfUa7X6LjayNPVEpHEtx84EjOlagPObz/OuXwa1nHFZbltVfveo5LaicptP5l 88/ 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 /88 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 /8+ zLJ64bk9/jqo2N/0+/ehdGPDBoPJ+3d9n8PNBBw8yLfjoXRj82az/NPHs6qWX00mM+nGVlyXcSj0gzuuG9mMD+/7Q5 /83 SzfYCrd2IDrMo7T01Fl/o7DwWT5UFU2YDCYVC8sWy0BB/enLG27b7f37/rVW3lOp/P/+/tH4Q+lGxtzZcZRyScNHkK6sXVv357KOO4yTyucjybd2JgrM45PH8+q8dw6VXTLP+0qFgStkICD+4+a0o3tql7Gkef5ctuqdGPDljOOwWDy6eOZTwYurlKkG1v39u3pZDLzOVzn9HRUmKdJNzbsyoyjAs/taDSVbmx/IXY8/P7dQuxqAg7uYziYSDfKYDCYfKvQF/H+XX/5UC7pxuY9Oep0L3/s/f7YOAr/nVYu7YqzLf/39w/nBF23BC0E01lWf/FyX7qxYY3GzqtXveXndj6Pujs1nc7fSTfK4cvngUK2Kwk4uM+oKbgt0VS7Kgnu8ddBYUfUUfnbUq/XX7/pFTIO4yjUarWzs7F8vzxms/zdu1M9dLcuQd2KtUWdbvPPPw8Kz+2H9yErcK+stGWLFLJdyZuOh46abF0FVp7LNUHdbvPJ5UYJNqler794uV8orP3woW+zlJRNJrMP7x1fXy7j0UwPXWEJuny5z6tXPenGFnW6zeXez4gVuMuVtmxd6IKgNfGy46GjJmUQeuU5nc7fLu016RPeukZj519/Pbr4JzZLSdl8ni8fgUwZ6KG76MvnYjnki5f7mj237uhpt9drXfyTcBcef//u5sQyWhQE+RwuEnDwG1wKW+a3W9CLY/M8f/euWBP0178PpRtl0Gxmr15fah4ej2bf1OeTpA/vbV2WelWvh65Wq52djU9Ozi/+yeHh7sFB2ydTBi9e7rfa2cU/+efTWZTdKZfClpmLYwsEHPzGqKnxuORvt4hjz8nJ+Xh0qXvwzz8PVNKWx/5+q1BYe3w8HI2mPhmSYuuy/D 586 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 +82 C+cjuZGFSpsuY2OEFJrVDk7G/f7l3Y13vypHLLsms2sEEJ9+li6mZvmlIg0qtQEHHi1ebttXr8/Ltyc8seLPd9agAFjp/7s+aVv6vh4WObOYXiIk5NzzSlBlXCtuCZ5Xhzue71Wu93wDJTf4eFuoVGlVDO35b4notBELODgplfbl 88/ 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 +81 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 38+ 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 483 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 788 6DMV/Bsi4CD+7zdJLjl8a+/HlVmU335uXKpylYsX5uiAhx+OXrada2YEbDklnuKXaqyFcvXptSCb7kvx2dsi52n6xgVuA8JbklULLi98rl6+/ZUxrFJx18Hy5W0KsDhohcv91UyGgFL7uCgvdz76XyrTZpO53//56TQ7FmB57bdbvwp49i2o6OOnafrCDi4p0ZjR8ax9bld9YLbRmNn+Rg/GcfGLKcbWVZ//aanAhwuWlQyyjiMgGVfAi1VG8k4NubKdOPFy/1qPLedblPGsc2f9lHHtSk3EHDwoLWoKrVtqXBZWrOZLY+aMo4NuDLd+Ovfh9INWCbj2KJXr3vSjTtarjaScWzAlenG0VHn4KBdmb+ji2O3xaWwtxJw8CCq1Lai8mVpV+4MyDjW6rp0Q 387 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 486 ezvt0JMu6fT+Y+T85OT85v/RpU/cAQqqZJNKxpSkno+Dw93Hx22Q2TreZ6fD6e3BospHDhSnlXAzf22cZcAlWzmKjMBB2Uccn7+nHz9OqhAyW6W1Z8cdR492jU0bveJujXmqNVq3W7z8PFut9ss4Zc1nc77/dGPH6ObfxSiDajGLP/7t+HNOWYI3W7z6KjjjVQxd4k5FgU7+71WCZOORa7R749vPeVXtLHFL6gCFW2x9s8qRsBBqQfR0x+joBVrvV7r8HDXxK5sQ+YN7bUXx6RHj9rdbnO7M7PFf/BgMLnLOqfXaz056mhIgSq5tROtnCT7KViUE95lhnZ4uNvda25 982 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...

... 131Chương 3MẠNG LƯỚI CẤP THOÁT NƯỚC VÀ TÍNH TOÁN THỦY LỰC ML CẤP THOÁT NƯỚC3.3. THIẾT KẾ HỆ THỐNG THOÁT NƯỚC3.3.1. Các loại tài liệu cơ sở để thiết kế HTTN3.3.2. Thời hạn tính toán và trình tự xây ... thoát nước, có dung cụ vệ sinh và thiết bị tắm thong thường110-1403Các nhà bên trong có hệ thống cấp thoát nước, có dụng cụ vệ sinh, có chậu tắm và cấp nước nóng cục bộ140- 180 Tiêu chuẩn thoát ... lượng công nhân làm việc trong ngày theo tiêuchuẩn thoát nước tương ứng là 25 và 35 lít. N3 và N4: Số công nhân làm việc trong ca theo tiêu chuẩn thoát nước tương ứng là 25 và 35 lít. Kh: Hệ...

... cầu nước uống của gàII. QUẢN LÝ VÀ SỬ DỤNG NƯỚC TRONG NÔNG NGHIỆPII. QUẢN LÝ VÀ SỬ DỤNG NƯỚC TRONG NÔNG NGHIỆPSử dụng nước trong trồng trọtSử dụng nước trong trồng trọtSử dụng nước trong ... NÔNG NGHIỆPII. QUẢN LÝ VÀ SỬ DỤNG NƯỚC TRONG NÔNG NGHIỆPVai trò của nước đối với tế bào cây trồngII. QUẢN LÝ VÀ SỬ DỤNG NƯỚC TRONG NÔNG NGHIỆPII. QUẢN LÝ VÀ SỬ DỤNG NƯỚC TRONG NÔNG NGHIỆPVai ... Hút nước bị động chỉ xảy ra trong đất có nước đầy đủ và được tưới tiêu hợp lý.Sự thoát hơi nước qua láII. QUẢN LÝ VÀ SỬ DỤNG NƯỚC TRONG NÔNG NGHIỆPII. QUẢN LÝ VÀ SỬ DỤNG NƯỚC TRONG NÔNG NGHIỆPSự...

...

...

... 80 80 79 82 84 86 83 81 81 80 Lạng Sơn 78 81 84 83 81 82 84 85 84 80 78 78 Móng Cái 79 83 87 87 85 86 86 86 82 78 76 76 Hà Giang 85 84 83 82 81 84 85 86 84 83 84 85 T Nguyên 80 82 85 86 82 ... 83 83 86 83 81 79 78 Việt Trì 84 85 86 86 82 82 81 85 84 82 81 81 Hà Nội 83 85 87 87 84 83 84 86 85 82 81 81 Ðiện Biên 83 80 78 80 81 85 86 87 86 85 84 84 Sơn La 79 76 73 75 78 84 85 87 85 ... 85 83 81 80 Hoà Bình 84 85 85 84 82 83 84 86 86 82 84 83 Thanh Hoá 86 88 90 88 84 82 81 85 86 84 83 83 Vinh 89 91 91 88 82 76 74 80 87 86 89 89 Ðồng Hới 88 89 90 87 80 73 71 75 84 86 87 86 ...

... được sử dụng trong nông nghiệp để kiểm soát cỏ dại vốn gây ảnh hưởng tới nước, ánh sáng và các chất dinh dưỡng trong đất. Công nghệ gen trong nông nghiệp 96 genome tái tổ hợp. Trong quá trình ... tương đồng Agrobacterium tái tổ hợp Gây nhiễm vào cây Công nghệ gen trong nông nghiệp 1 08 Hình 4.6. Bí chuyển gen kháng virus khảm vàng zucchini. A: Ruộng bí chuyển gen. B: Quả ... lẻ và đưa vào trong môi trường nuôi cấy, nó sẽ chết sau một vài thế hệ do khả năng sinh trưởng giới hạn của tất cả các tế bào soma bình thường. Vấn đề này đã được giải quyết khi Kohler và...

... G7-G8 8. 33 150 0 .88 10 0.55 7.2 0.072 9 .8 9 .8 9.195 9.123 0.605 0.677 G8- 8. 88 150 0 .88 11 0.55 5.0 0.055 9 .8 9 .8 9.123 9.0 68 0.677 0.732 18 h2 ... =46,513=1 28, 4 (m2) Nước mưa sẽ được chảy đến ống đứng vào hệ thống ống đứng thoát nước và vào hệ thống thoát nước mưa sân nhà và chảy ra hệ thống thoát nước đường phố b) Tinh máng dẫn nước xênô. ... 27 3 đồ án cấp thoát nước trong nhà Thiết kế hệ thống cấp nước lạnh, cấp nước nóng, thoát nước bẩn, thoát nước mưa cho công trình khách sạn Quốc Tế ở Hà...

... Ph¹m Dinh §å ¸n CÊp tho¸t níc trong nhµ SVTH : Lª Trung Thä đồ án cấp thoát nước trong nhàThiết kế hệ thống cấp nước lạnh, cấp nước nóng, thoát nước bẩn, thoát nước mưa cho công trình khách ... 0. 985 49 .86 7.2 0.359a6-a720 20 20 36.60 3.02 70 0 .86 6 30.56 7.2 0.220a7-a 8 28 28 28 51.24 3. 58 70 1.034 39. 48 6.6 0.261a 8 -A56 56 56 102. 48 5.06 80 1.022 30.62 2.0 0.061 ∑h1 .81 9 ... =46,513=1 28, 4 (m2) Nước mưa sẽ được chảy đến ống đứng vào hệ thống ống đứng thoát nước và vào hệ thống thoát nước mưa sân nhà và chảy ra hệ thống thoát nước đường phốb . Tinh máng dẫn nước xênô.-...

... tho¸t níc trong nhµ sv: lª thÞ h»ng-ms:1 183 245yđẩ1-2 1 1,415 50 0,660 23 ,8 9 ,8 0,233242-3 2 2 ,83 0 70 0 ,81 25,0 9 ,8 0,245003-4 3 4,245 80 0 ,85 21 ,8 9 ,8 0,213644-5 4 5,660 90 0 ,85 18, 0 9 ,8 0,176405-10 ... 8 22.31 4.152 80 0 .83 20 .8 9 0. 187 7 -8 28 7 8 34.31 6.552 90 0. 98 23.4 9 0.211 8- 9 38 7 8 44.31 8. 552 125 0.64 7.05 9 0.0639-10 44 7 8 50.31 9.752 125 0.73 8. 8 4.5 0.039V y t ng t n th t trên ... yđẩqtt(l/s)D(mm)V(m/s)1000il(m)h = i⋅l(m)1-2 1 2,703 70 0, 78 23.5 9 ,8 0.23032-3 2 5.405 90 0 ,81 2 16.5 9 ,8 0.16173-4 3 8, 1 08 100 0.96 19.3 9 ,8 0. 189 144-5 4 10 .81 1 125 0.79 10.3 9 ,8 0.100945-10 5 13.513 150 0.722 6.7...