Time during which Waste Valve Remains Closed-Hydraulic Ram Calculator

✖Length of Supply Pipe of Hydraulic Ram is the length of the water supplying pipe of an hydraulic ram.ⓘ Length of Supply Pipe of Hydraulic Ram [l_s]			+10% -10%
✖Maximum Velocity in Supply Pipe of Ram is the maximum velocity of water in the supply pipe of a hydraulic ram.ⓘ Maximum Velocity in Supply Pipe of Ram [V_max]			+10% -10%
✖Height of water in delivery tank is the water level available in the delivery tank of an hydraulic ram.ⓘ Height of Water in Delivery Tank [H]			+10% -10%
✖Height of water in supply tank is the water level available in the supply tank of an hydraulic ram.ⓘ Height of Water in Supply tank [h]			+10% -10%

✖Time during Closure of Waste Valve of Ram is the amount of time for which the waste valve of a hydraulic ram remains closed.ⓘ Time during which Waste Valve Remains Closed-Hydraulic Ram [t₂]

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Formula

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Time during which Waste Valve Remains Closed-Hydraulic Ram

Formula

`"t"_{"2"} = "l"_{"s"}*"V"_{"max"}/"[g]"*(1/("H"-"h"))`

Example

`"0.132473s"="25.7m"*"0.92m/s"/"[g]"*(1/("21.5m"-"3.3m"))`

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Time during which Waste Valve Remains Closed-Hydraulic Ram Solution

STEP 0: Pre-Calculation Summary

Formula Used

Time during Closure of Waste Valve of Ram = Length of Supply Pipe of Hydraulic Ram*Maximum Velocity in Supply Pipe of Ram/[g]*(1/(Height of Water in Delivery Tank-Height of Water in Supply tank))
t₂ = l_s*V_max/[g]*(1/(H-h))
This formula uses 1 Constants, 5 Variables

Constants Used

[g] - Gravitational acceleration on Earth Value Taken As 9.80665

Variables Used

Time during Closure of Waste Valve of Ram - (Measured in Second) - Time during Closure of Waste Valve of Ram is the amount of time for which the waste valve of a hydraulic ram remains closed.
Length of Supply Pipe of Hydraulic Ram - (Measured in Meter) - Length of Supply Pipe of Hydraulic Ram is the length of the water supplying pipe of an hydraulic ram.
Maximum Velocity in Supply Pipe of Ram - (Measured in Meter per Second) - Maximum Velocity in Supply Pipe of Ram is the maximum velocity of water in the supply pipe of a hydraulic ram.
Height of Water in Delivery Tank - (Measured in Meter) - Height of water in delivery tank is the water level available in the delivery tank of an hydraulic ram.
Height of Water in Supply tank - (Measured in Meter) - Height of water in supply tank is the water level available in the supply tank of an hydraulic ram.

STEP 1: Convert Input(s) to Base Unit

Length of Supply Pipe of Hydraulic Ram: 25.7 Meter --> 25.7 Meter No Conversion Required
Maximum Velocity in Supply Pipe of Ram: 0.92 Meter per Second --> 0.92 Meter per Second No Conversion Required
Height of Water in Delivery Tank: 21.5 Meter --> 21.5 Meter No Conversion Required
Height of Water in Supply tank: 3.3 Meter --> 3.3 Meter No Conversion Required

STEP 2: Evaluate Formula

Substituting Input Values in Formula

t₂ = l_s*V_max/[g]*(1/(H-h)) --> 25.7*0.92/[g]*(1/(21.5-3.3))

Evaluating ... ...

t₂ = 0.13247346230577

STEP 3: Convert Result to Output's Unit

0.13247346230577 Second --> No Conversion Required

FINAL ANSWER

0.13247346230577 ≈ 0.132473 Second <-- Time during Closure of Waste Valve of Ram

(Calculation completed in 00.004 seconds)

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Credits

Created by Sagar S Kulkarni

Dayananda Sagar College of Engineering (DSCE), Bengaluru

Sagar S Kulkarni has created this Calculator and 200+ more calculators!

Verified by Vaibhav Malani

National Institute of Technology (NIT), Tiruchirapalli

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< 13 Hydraulic Ram Calculators

Total Time for One Cycle of Hydraulic Ram

Go Total Time for One Cycle of Ram = Length of Supply Pipe of Hydraulic Ram*Maximum Velocity in Supply Pipe of Ram/[g]*(1/Height of Water in Supply tank+1/(Height of Water in Delivery Tank-Height of Water in Supply tank))

Rankine's Efficiency of Hydraulic Ram

Go Rankine's Efficiency = (Discharge from Valve Box*(Height of Water in Delivery Tank-Height of Water in Supply tank))/(Height of Water in Supply tank*(Discharge from Supply Tank-Discharge from Valve Box))

Rate of Discharge of Water Flowing Past Waste Valve

Go Discharge of Water Flowing Past Waste Valve = pi/4*Diameter of Supply Pipe in Ram^2*Maximum Velocity in Supply Pipe of Ram/2*Time to Build Maximum Velocity in Supply Pipe/Total Time for One Cycle of Ram

Time during which Waste Valve Remains Closed-Hydraulic Ram

Go Time during Closure of Waste Valve of Ram = Length of Supply Pipe of Hydraulic Ram*Maximum Velocity in Supply Pipe of Ram/[g]*(1/(Height of Water in Delivery Tank-Height of Water in Supply tank))

Rate of Discharge of Water Actually Lifted by Ram

Go Discharge of Water Lifted by Ram = pi/4*Diameter of Supply Pipe in Ram^2*Maximum Velocity in Supply Pipe of Ram/2*Time during Closure of Waste Valve of Ram/Total Time for One Cycle of Ram

Time during which Velocity in Supply Pipe Builds up from Zero to Vmax-Hydraulic Ram

Go Time to Build Maximum Velocity in Supply Pipe = (Length of Supply Pipe of Hydraulic Ram*Maximum Velocity in Supply Pipe of Ram)/(Height of Water in Supply tank*[g])

Efficiency of Hydraulic Ram given Weight and Height

Go D’ Aubuisson’s Efficiency = (Weight of Water Raised per Second*Height through which Water Raised)/(Weight of Water Flowing per Second*Height of Water in Supply tank)

Aubuisson's Efficiency of Hydraulic Ram

Go D’ Aubuisson’s Efficiency = (Discharge from Valve Box*Height of Water in Delivery Tank)/(Discharge from Supply Tank*Height of Water in Supply tank)

Dynamic Pressure Head of Hydraulic Ram

Go Dynamic Pressure Head on Waste Valve = (4*Weight of Waste Valve)/(Specific Weight of Water*pi*Diameter of Waste Valve^2)

Maximum Velocity Past Waste Valve Just before Closure

Go Maximum Velocity in Supply Pipe of Ram = sqrt(2*Acceleration due to Gravity*Dynamic Pressure Head on Waste Valve)

Energy Delivered by Hydraulic Ram

Go Energy Delivered by Hydraulic Ram = Weight of Water Raised per Second*Height through which Water Raised

Energy Supplied by Supply Tank to Hydraulic Ram

Go Energy Supplied to Hydraulic Ram = Weight of Water Flowing per Second*Height of Water in Supply tank

Efficiency of Hydraulic Ram

Go D’ Aubuisson’s Efficiency = Energy Delivered by Hydraulic Ram/Energy Supplied to Hydraulic Ram

Time during which Waste Valve Remains Closed-Hydraulic Ram Formula

What is a hydraulic ram?

Hydraulic ram is device with which small quantities of water can be pumped to higher levels from the available large quantity of water of low head. It works on the principle of water hammer

How to Calculate Time during which Waste Valve Remains Closed-Hydraulic Ram?

Time during which Waste Valve Remains Closed-Hydraulic Ram calculator uses Time during Closure of Waste Valve of Ram = Length of Supply Pipe of Hydraulic Ram*Maximum Velocity in Supply Pipe of Ram/[g]*(1/(Height of Water in Delivery Tank-Height of Water in Supply tank)) to calculate the Time during Closure of Waste Valve of Ram, The Time during which waste valve remains closed-Hydraulic ram formula is defined as product of length of supply pipe, max velocity by acceleration due to gravity and reciprocal of difference between height of water in delivery tank and supply tank. Time during Closure of Waste Valve of Ram is denoted by t₂ symbol.

How to calculate Time during which Waste Valve Remains Closed-Hydraulic Ram using this online calculator? To use this online calculator for Time during which Waste Valve Remains Closed-Hydraulic Ram, enter Length of Supply Pipe of Hydraulic Ram (l_s), Maximum Velocity in Supply Pipe of Ram (V_max), Height of Water in Delivery Tank (H) & Height of Water in Supply tank (h) and hit the calculate button. Here is how the Time during which Waste Valve Remains Closed-Hydraulic Ram calculation can be explained with given input values -> 0.132473 = 25.7*0.92/[g]*(1/(21.5-3.3)).

FAQ

What is Time during which Waste Valve Remains Closed-Hydraulic Ram?

The Time during which waste valve remains closed-Hydraulic ram formula is defined as product of length of supply pipe, max velocity by acceleration due to gravity and reciprocal of difference between height of water in delivery tank and supply tank and is represented as t₂ = l_s*V_max/[g]*(1/(H-h)) or Time during Closure of Waste Valve of Ram = Length of Supply Pipe of Hydraulic Ram*Maximum Velocity in Supply Pipe of Ram/[g]*(1/(Height of Water in Delivery Tank-Height of Water in Supply tank)). Length of Supply Pipe of Hydraulic Ram is the length of the water supplying pipe of an hydraulic ram, Maximum Velocity in Supply Pipe of Ram is the maximum velocity of water in the supply pipe of a hydraulic ram, Height of water in delivery tank is the water level available in the delivery tank of an hydraulic ram & Height of water in supply tank is the water level available in the supply tank of an hydraulic ram.

How to calculate Time during which Waste Valve Remains Closed-Hydraulic Ram?

The Time during which waste valve remains closed-Hydraulic ram formula is defined as product of length of supply pipe, max velocity by acceleration due to gravity and reciprocal of difference between height of water in delivery tank and supply tank is calculated using Time during Closure of Waste Valve of Ram = Length of Supply Pipe of Hydraulic Ram*Maximum Velocity in Supply Pipe of Ram/[g]*(1/(Height of Water in Delivery Tank-Height of Water in Supply tank)). To calculate Time during which Waste Valve Remains Closed-Hydraulic Ram, you need Length of Supply Pipe of Hydraulic Ram (l_s), Maximum Velocity in Supply Pipe of Ram (V_max), Height of Water in Delivery Tank (H) & Height of Water in Supply tank (h). With our tool, you need to enter the respective value for Length of Supply Pipe of Hydraulic Ram, Maximum Velocity in Supply Pipe of Ram, Height of Water in Delivery Tank & Height of Water in Supply tank and hit the calculate button. You can also select the units (if any) for Input(s) and the Output as well.

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