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Time(day) Inflow(m3/s) 0 1+ 20 3+ 4º 5+ 00 330- 990- 610- 330- 170 Outflow(m3/s) Time(day) >> 00 105 514 645 520+ 356+ 60 70 8p 94 10+ Inflow(m3/s) 60+ 0- 0- 0- 0- 1. draw Inflow hydrograph and outflow hydrograph Outflow(m3/s).. 3. When and how much the maximum undercurrent occurs. 214 108 28- 0+ 0+ P 2. Calculate the average storage amount for each day (At=1) and show the storage amount over time. It is assumed that the reservoir is initially empty (So=0)

Time(day) Inflow(m3/s) 0 1+ 20 3+ 4º 5+ 00 330- 990- 610- 330- 170 Outflow(m3/s) Time(day) >> 00 105 514 645 520+ 356+ 60 70 8p 94 10+ Inflow(m3/s) 60+ 0- 0- 0- 0- 1. draw Inflow hydrograph and outflow hydrograph Outflow(m3/s).. 3. When and how much the maximum undercurrent occurs. 214 108 28- 0+ 0+ P 2. Calculate the average storage amount for each day (At=1) and show the storage amount over time. It is assumed that the reservoir is initially empty (So=0)

Engineering Fundamentals: An Introduction to Engineering (MindTap Course List)
Engineering Fundamentals: An Introduction to Engineering (MindTap Course List)
5th Edition
ISBN:9781305084766
Author:Saeed Moaveni
Publisher:Saeed Moaveni
Chapter19: Probability And Statistics In Engineering
Section: Chapter Questions
Problem 2P
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Outflow(m3/s)++ 214 108+ 28+ 0+ 0+ P Time(day) Inflow(m3/s) Outflow(m3/s) Time(day) Inflow(m3/s) 0₂ 0₂ 0₂ 60 60 1+ 330→ 105+ 7p 0- 2+ 990* 514 8+ 0- 3+ 610+ 645+ 9º 0- 4p 330- 520+ 10+ OF 5+ 170+ 356+ P 1. draw Inflow hydrograph and outflow hydrograph 2. Calculate the average storage amount for each day (At=1) and show the storage amount over time. It is assumed that the reservoir is initially empty (So=0) 3. When and how much the maximum undercurrent occurs.
Transcribed Image Text:Outflow(m3/s)++ 214 108+ 28+ 0+ 0+ P Time(day) Inflow(m3/s) Outflow(m3/s) Time(day) Inflow(m3/s) 0₂ 0₂ 0₂ 60 60 1+ 330→ 105+ 7p 0- 2+ 990* 514 8+ 0- 3+ 610+ 645+ 9º 0- 4p 330- 520+ 10+ OF 5+ 170+ 356+ P 1. draw Inflow hydrograph and outflow hydrograph 2. Calculate the average storage amount for each day (At=1) and show the storage amount over time. It is assumed that the reservoir is initially empty (So=0) 3. When and how much the maximum undercurrent occurs.
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