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Velocity at Depth1 when Absolute velocity of the surge moving towards right is Given Solution

STEP 0: Pre-Calculation Summary
Formula Used
velocity_of_fluid_at_1 = ((Absolute Velocity of the Issuing Jet*(Depth of Point 2-Depth of Point 1))+(Velocity_of the fluid at 2*Depth of Point 2))/Depth of Point 1
V1 = ((V*(h 2-h 1))+(V2*h 2))/h 1
This formula uses 4 Variables
Variables Used
Absolute Velocity of the Issuing Jet - Absolute Velocity of the Issuing Jet is actual velocity of jet used in propeller. (Measured in Meter per Second)
Depth of Point 2 - Depth of Point 2 is the depth of point below the free surface in a static mass of liquid. (Measured in Meter)
Depth of Point 1 - Depth of Point 1 is the depth of point below the free surface in a static mass of liquid. (Measured in Meter)
Velocity_of the fluid at 2 - Velocity_of the fluid at 2 is defined as the velocity of the flowing liquid at point 1. (Measured in Meter per Second)
STEP 1: Convert Input(s) to Base Unit
Absolute Velocity of the Issuing Jet: 10 Meter per Second --> 10 Meter per Second No Conversion Required
Depth of Point 2: 15 Meter --> 15 Meter No Conversion Required
Depth of Point 1: 10 Meter --> 10 Meter No Conversion Required
Velocity_of the fluid at 2: 5 Meter per Second --> 5 Meter per Second No Conversion Required
STEP 2: Evaluate Formula
Substituting Input Values in Formula
V1 = ((V*(h 2-h 1))+(V2*h 2))/h 1 --> ((10*(15-10))+(5*15))/10
Evaluating ... ...
V1 = 12.5
STEP 3: Convert Result to Output's Unit
12.5 Meter per Second --> No Conversion Required
FINAL ANSWER
12.5 Meter per Second <-- Velocity_of the fluid at 1
(Calculation completed in 00.031 seconds)

11 Other formulas that you can solve using the same Inputs

Equation of Continuity for Compressible Fluids
velocity_of_fluid_at_1 = (Cross-Sectional area at a point 2*Velocity_of the fluid at 2*Density 2)/(Cross Sectional area 1*Density 1) Go
Specific Weight of Liquid when Work Done by the Jet on Ship is Given
specific_weight_of_liquid = (Work *[g])/(Absolute Velocity of the Issuing Jet*Velocity of the Ship*Area) Go
Weight of Water when Work Done by the Jet on Ship is Given
weight_of_water = (Work *[g])/(Absolute Velocity of the Issuing Jet*Velocity of the Ship) Go
Work Done by the Jet on Ship
work = weight of water*Velocity of the Ship*Absolute Velocity of the Issuing Jet/[g] Go
Velocity of the moving ship when Work Done by the Jet on Ship is Given
ship_velocity = (Work *[g])/(weight of water*Absolute Velocity of the Issuing Jet) Go
Equation of Continuity for Incompressible Fluids
velocity_of_fluid_at_1 = (Cross-Sectional area at a point 2*Velocity_of the fluid at 2)/Cross Sectional area 1 Go
Cross Sectional Area at Section 2 when flow at Section 1 for a Steady Flow is Given
cross_sectional_area = Discharge/(Density 2*Velocity_of the fluid at 2) Go
Mass Density at Section 2 when flow at Section 1 for a Steady Flow is Given
density_2 = Discharge/(Cross sectional area*Velocity_of the fluid at 2) Go
Weight of Water when Propelling Force is Given
weight_of_water = Force*[g]/Absolute Velocity of the Issuing Jet Go
Propelling Force
force = weight of water*Absolute Velocity of the Issuing Jet/[g] Go
Velocity of the Moving Ship when Relative Velocity is Given
ship_velocity = Relative Velocity-Absolute Velocity of the Issuing Jet Go

11 Other formulas that calculate the same Output

Velocity at Depth1 when Absolute velocity of the surge moving towards right is Given
velocity_of_fluid_at_1 = Absolute Velocity of the Issuing Jet-sqrt(([g]*Depth of Point 2*(Depth of Point 2+Depth of Point 1))/(2*Depth of Point 1)) Go
Velocity at Depth1 when Celerity of the Wave is Given
velocity_of_fluid_at_1 = ((([g]*(Depth of Point 2+Depth of Point 1))/(2*Depth of Point 1))*Height/Celerity of the Wave)+Velocity_of the fluid at 2 Go
Velocity at Depth1 when Absolute velocity of the surge moving towards right is Given
velocity_of_fluid_at_1 = ((Absolute Velocity of the Issuing Jet*(Depth of Point 1-Depth of Point 2))+(Velocity_of the fluid at 2*Depth of Point 2))/Depth of Point 1 Go
Velocity at Outlet(Vw1) when Work Done on the Wheel per Second is given
velocity_of_fluid_at_1 = (((Work Done*specific gravity of liquid )/(Weight of Fluid*Angular Velocity))-(Velocity*Radius))/Radius 1 Go
Velocity at Outlet(Vw1) when Torque(T) Exerted by the Fluid is given
velocity_of_fluid_at_1 = (((Torque*specific gravity of liquid )/Weight of Fluid)-(Velocity*Radius))/Radius 1 Go
Equation of Continuity for Compressible Fluids
velocity_of_fluid_at_1 = (Cross-Sectional area at a point 2*Velocity_of the fluid at 2*Density 2)/(Cross Sectional area 1*Density 1) Go
Velocity at Depth1 when Absolute velocity of the surge when the flow is completely stopped
velocity_of_fluid_at_1 = (Absolute Velocity of the Issuing Jet*(Depth of Point 2-Depth of Point 1))/Depth of Point 1 Go
Velocity when Angular Momentum at Outlet is given
velocity_of_fluid_at_1 = (tangential momentum*specific gravity of liquid )/(Weight of Fluid*Radius 1) Go
Velocity at Depth1 when surge height is negligible
velocity_of_fluid_at_1 = (Height*[g]/Celerity of the Wave)+Velocity_of the fluid at 2 Go
Equation of Continuity for Incompressible Fluids
velocity_of_fluid_at_1 = (Cross-Sectional area at a point 2*Velocity_of the fluid at 2)/Cross Sectional area 1 Go
Velocity when Tangential Momentum of the Fluid Striking the Vanes at the Outlet is given
velocity_of_fluid_at_1 = (tangential momentum*specific gravity of liquid )/Weight of Fluid Go

Velocity at Depth1 when Absolute velocity of the surge moving towards right is Given Formula

velocity_of_fluid_at_1 = ((Absolute Velocity of the Issuing Jet*(Depth of Point 2-Depth of Point 1))+(Velocity_of the fluid at 2*Depth of Point 2))/Depth of Point 1
V1 = ((V*(h 2-h 1))+(V2*h 2))/h 1

What is Absolute Velocity ?

The concept of absolute velocity is mainly used in turbomachinery design and defines the velocity of a fluid particle in relation to the surrounding, stationary environment. Together with the relative velocity (w) and the circumferential speed (u), it forms the velocity triangle.

How to Calculate Velocity at Depth1 when Absolute velocity of the surge moving towards right is Given?

Velocity at Depth1 when Absolute velocity of the surge moving towards right is Given calculator uses velocity_of_fluid_at_1 = ((Absolute Velocity of the Issuing Jet*(Depth of Point 2-Depth of Point 1))+(Velocity_of the fluid at 2*Depth of Point 2))/Depth of Point 1 to calculate the Velocity_of the fluid at 1, The Velocity at Depth1 when Absolute velocity of the surge moving towards right is Given is defined as velocity at a particular depth. Velocity_of the fluid at 1 and is denoted by V1 symbol.

How to calculate Velocity at Depth1 when Absolute velocity of the surge moving towards right is Given using this online calculator? To use this online calculator for Velocity at Depth1 when Absolute velocity of the surge moving towards right is Given, enter Absolute Velocity of the Issuing Jet (V), Depth of Point 2 (h 2), Depth of Point 1 (h 1) and Velocity_of the fluid at 2 (V2) and hit the calculate button. Here is how the Velocity at Depth1 when Absolute velocity of the surge moving towards right is Given calculation can be explained with given input values -> 12.5 = ((10*(15-10))+(5*15))/10.

FAQ

What is Velocity at Depth1 when Absolute velocity of the surge moving towards right is Given?
The Velocity at Depth1 when Absolute velocity of the surge moving towards right is Given is defined as velocity at a particular depth and is represented as V1 = ((V*(h 2-h 1))+(V2*h 2))/h 1 or velocity_of_fluid_at_1 = ((Absolute Velocity of the Issuing Jet*(Depth of Point 2-Depth of Point 1))+(Velocity_of the fluid at 2*Depth of Point 2))/Depth of Point 1. Absolute Velocity of the Issuing Jet is actual velocity of jet used in propeller, Depth of Point 2 is the depth of point below the free surface in a static mass of liquid, Depth of Point 1 is the depth of point below the free surface in a static mass of liquid and Velocity_of the fluid at 2 is defined as the velocity of the flowing liquid at point 1.
How to calculate Velocity at Depth1 when Absolute velocity of the surge moving towards right is Given?
The Velocity at Depth1 when Absolute velocity of the surge moving towards right is Given is defined as velocity at a particular depth is calculated using velocity_of_fluid_at_1 = ((Absolute Velocity of the Issuing Jet*(Depth of Point 2-Depth of Point 1))+(Velocity_of the fluid at 2*Depth of Point 2))/Depth of Point 1. To calculate Velocity at Depth1 when Absolute velocity of the surge moving towards right is Given, you need Absolute Velocity of the Issuing Jet (V), Depth of Point 2 (h 2), Depth of Point 1 (h 1) and Velocity_of the fluid at 2 (V2). With our tool, you need to enter the respective value for Absolute Velocity of the Issuing Jet, Depth of Point 2, Depth of Point 1 and Velocity_of the fluid at 2 and hit the calculate button. You can also select the units (if any) for Input(s) and the Output as well.
How many ways are there to calculate Velocity_of the fluid at 1?
In this formula, Velocity_of the fluid at 1 uses Absolute Velocity of the Issuing Jet, Depth of Point 2, Depth of Point 1 and Velocity_of the fluid at 2. We can use 11 other way(s) to calculate the same, which is/are as follows -
  • velocity_of_fluid_at_1 = (Cross-Sectional area at a point 2*Velocity_of the fluid at 2)/Cross Sectional area 1
  • velocity_of_fluid_at_1 = (Cross-Sectional area at a point 2*Velocity_of the fluid at 2*Density 2)/(Cross Sectional area 1*Density 1)
  • velocity_of_fluid_at_1 = (tangential momentum*specific gravity of liquid )/Weight of Fluid
  • velocity_of_fluid_at_1 = (tangential momentum*specific gravity of liquid )/(Weight of Fluid*Radius 1)
  • velocity_of_fluid_at_1 = (((Torque*specific gravity of liquid )/Weight of Fluid)-(Velocity*Radius))/Radius 1
  • velocity_of_fluid_at_1 = (((Work Done*specific gravity of liquid )/(Weight of Fluid*Angular Velocity))-(Velocity*Radius))/Radius 1
  • velocity_of_fluid_at_1 = ((Absolute Velocity of the Issuing Jet*(Depth of Point 1-Depth of Point 2))+(Velocity_of the fluid at 2*Depth of Point 2))/Depth of Point 1
  • velocity_of_fluid_at_1 = Absolute Velocity of the Issuing Jet-sqrt(([g]*Depth of Point 2*(Depth of Point 2+Depth of Point 1))/(2*Depth of Point 1))
  • velocity_of_fluid_at_1 = ((([g]*(Depth of Point 2+Depth of Point 1))/(2*Depth of Point 1))*Height/Celerity of the Wave)+Velocity_of the fluid at 2
  • velocity_of_fluid_at_1 = (Height*[g]/Celerity of the Wave)+Velocity_of the fluid at 2
  • velocity_of_fluid_at_1 = (Absolute Velocity of the Issuing Jet*(Depth of Point 2-Depth of Point 1))/Depth of Point 1
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