EXPLANATION:A common method of Hydrologic channel routing is Muskingum method, in which the channel storage in a reach is expressed as a function of both inflow and outflow discharge.S = k [x Im – (1 - x)Qm]Where, s = Storage in a channel reachI = Inflow DischargeQ = Outflow Dischargek → COEFFICIENT known as storage time coefficient. It was unit of time, it is approx. equal to time of travel of flood wave through the channel reach.x → Weightage factor. Its range series from 0 to 0.5For naturally occurring channels m = 1, Hence the equation becomesS = k [x I – (1 - x)Q]For x = 0, storage is only a function of outflow discharge. Such RESERVOIRS are also known as Linear Reservoir. Flood routing is the technique of determining the flood hydrograph at a SECTION of a river by utilizing the data of flood flow at one or more upstream sections. There are two broad categories of routing:-1. Reservoir routing:-Level pool Routing is assumed i.e. the water level is assumed parallel to the channel bed.In level pool routing,(1) Storage is a function of height of water level i.e. S = f(h)(2) Outflow discharge is a function of water surface elevation. i.e. Q = f(h) Methods of Reservoir routing:(a) Modified pul’s method (Graphical method)(b) Goodrich metod (Graphical method)(c) Standard 4th order Runga – Kutta method (Universal method)2. Channel routing:-If the flow were uniform THROUGHOUT, the water surface line would wave been parallel to channel bed. However because of non-uniform condition due to flood, there will be water level which will not be parallel to channel bed.The volume of water stored in a channel reach is comprised of:Prism storageWedge storage ​A variety of routing methods are available and they can be broadly classified into two categories:(i) Hydrologic routing (ii) Hydraulic routingTypes of flood routing:(1) Hydrologic/lumped routing:Discharge is taken as a function of time.Continuity equation is used. (2) Hydraulic Routing/Distributed Routing:Discharge is taken as a function of time and space.Both continuity and momentum equation are used. "> EXPLANATION:A common method of Hydrologic channel routing is Muskingum method, in which the channel storage in a reach is expressed as a function of both inflow and outflow discharge.S = k [x Im – (1 - x)Qm]Where, s = Storage in a channel reachI = Inflow DischargeQ = Outflow Dischargek → COEFFICIENT known as storage time coefficient. It was unit of time, it is approx. equal to time of travel of flood wave through the channel reach.x → Weightage factor. Its range series from 0 to 0.5For naturally occurring channels m = 1, Hence the equation becomesS = k [x I – (1 - x)Q]For x = 0, storage is only a function of outflow discharge. Such RESERVOIRS are also known as Linear Reservoir. Flood routing is the technique of determining the flood hydrograph at a SECTION of a river by utilizing the data of flood flow at one or more upstream sections. There are two broad categories of routing:-1. Reservoir routing:-Level pool Routing is assumed i.e. the water level is assumed parallel to the channel bed.In level pool routing,(1) Storage is a function of height of water level i.e. S = f(h)(2) Outflow discharge is a function of water surface elevation. i.e. Q = f(h) Methods of Reservoir routing:(a) Modified pul’s method (Graphical method)(b) Goodrich metod (Graphical method)(c) Standard 4th order Runga – Kutta method (Universal method)2. Channel routing:-If the flow were uniform THROUGHOUT, the water surface line would wave been parallel to channel bed. However because of non-uniform condition due to flood, there will be water level which will not be parallel to channel bed.The volume of water stored in a channel reach is comprised of:Prism storageWedge storage ​A variety of routing methods are available and they can be broadly classified into two categories:(i) Hydrologic routing (ii) Hydraulic routingTypes of flood routing:(1) Hydrologic/lumped routing:Discharge is taken as a function of time.Continuity equation is used. (2) Hydraulic Routing/Distributed Routing:Discharge is taken as a function of time and space.Both continuity and momentum equation are used. ">

Muskingum method is used in

Energy Engineering Flood Routing And Flood Control in Energy Engineering . 6 months ago

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EXPLANATION:A common method of Hydrologic channel routing is Muskingum method, in which the channel storage in a reach is expressed as a function of both inflow and outflow discharge.S = k [x Im – (1 - x)Qm]Where, s = Storage in a channel reachI = Inflow DischargeQ = Outflow Dischargek → COEFFICIENT known as storage time coefficient. It was unit of time, it is approx. equal to time of travel of flood wave through the channel reach.x → Weightage factor. Its range series from 0 to 0.5For naturally occurring channels m = 1, Hence the equation becomesS = k [x I – (1 - x)Q]For x = 0, storage is only a function of outflow discharge. Such RESERVOIRS are also known as Linear Reservoir. Flood routing is the technique of determining the flood hydrograph at a SECTION of a river by utilizing the data of flood flow at one or more upstream sections. There are two broad categories of routing:-1. Reservoir routing:-Level pool Routing is assumed i.e. the water level is assumed parallel to the channel bed.In level pool routing,(1) Storage is a function of height of water level i.e. S = f(h)(2) Outflow discharge is a function of water surface elevation. i.e. Q = f(h) Methods of Reservoir routing:(a) Modified pul’s method (Graphical method)(b) Goodrich metod (Graphical method)(c) Standard 4th order Runga – Kutta method (Universal method)2. Channel routing:-If the flow were uniform THROUGHOUT, the water surface line would wave been parallel to channel bed. However because of non-uniform condition due to flood, there will be water level which will not be parallel to channel bed.The volume of water stored in a channel reach is comprised of:Prism storageWedge storage ​A variety of routing methods are available and they can be broadly classified into two categories:(i) Hydrologic routing (ii) Hydraulic routingTypes of flood routing:(1) Hydrologic/lumped routing:Discharge is taken as a function of time.Continuity equation is used. (2) Hydraulic Routing/Distributed Routing:Discharge is taken as a function of time and space.Both continuity and momentum equation are used.

Posted on 28 Nov 2024, this text provides information on Energy Engineering related to Flood Routing And Flood Control in Energy Engineering. Please note that while accuracy is prioritized, the data presented might not be entirely correct or up-to-date. This information is offered for general knowledge and informational purposes only, and should not be considered as a substitute for professional advice.

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