Rate of Energy Dissipation given Dimensionless Stratification Number Calculator

✖Stratification Number is used to indicate the stability of fluids with density stratification.ⓘ Stratification Number [n]			+10% -10%
✖Rate of Potential Energy Gain for unit mass of fluid.ⓘ Rate of Potential Energy Gain [p]			+10% -10%

✖Rate of Energy Dissipation in a fluid flow refers to the rate at which mechanical energy is converted into heat due to the viscous effects within the fluid.ⓘ Rate of Energy Dissipation given Dimensionless Stratification Number [r]

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Formula

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Rate of Energy Dissipation given Dimensionless Stratification Number

Formula

`"r" = "n"*"p"`

Example

`"45"="2.5"*"18"`

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Rate of Energy Dissipation given Dimensionless Stratification Number Solution

STEP 0: Pre-Calculation Summary

Formula Used

Rate of Energy Dissipation = Stratification Number*Rate of Potential Energy Gain
r = n*p
This formula uses 3 Variables

Variables Used

Rate of Energy Dissipation - Rate of Energy Dissipation in a fluid flow refers to the rate at which mechanical energy is converted into heat due to the viscous effects within the fluid.
Stratification Number - Stratification Number is used to indicate the stability of fluids with density stratification.
Rate of Potential Energy Gain - Rate of Potential Energy Gain for unit mass of fluid.

STEP 1: Convert Input(s) to Base Unit

Stratification Number: 2.5 --> No Conversion Required
Rate of Potential Energy Gain: 18 --> No Conversion Required

STEP 2: Evaluate Formula

Substituting Input Values in Formula

r = n*p --> 2.5*18

Evaluating ... ...

r = 45

STEP 3: Convert Result to Output's Unit

45 --> No Conversion Required

FINAL ANSWER

45 <-- Rate of Energy Dissipation

(Calculation completed in 00.004 seconds)

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Home » Engineering » Civil » Coastal and Ocean Engineering » Tides » Salinity Variations with Tide » Rate of Energy Dissipation given Dimensionless Stratification Number

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Created by Mithila Muthamma PA

Coorg Institute of Technology (CIT), Coorg

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National Institute of Technology (NIT), Warangal

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< 19 Salinity Variations with Tide Calculators

Salinity at Moment of Slack Water

Go Salinity at the Moment of Slack Water = Salinity of Water*exp(-(18*10^-6)*Fresh Water River Flow*Coordinate along the Channel^2-(0.045*Fresh Water River Flow^0.5))

Apparent Dispersion Coefficient which includes all Mixing Effects

Go Apparent Dispersion Coefficient = (Diffusion Coefficient at x=0*Distance outside the Estuary)/(Coordinate along the Channel+Distance outside the Estuary)

Coordinate along Channel given Apparent Dispersion Coefficient

Go Coordinate along the Channel = (Diffusion Coefficient at x=0*Distance outside the Estuary/Apparent Dispersion Coefficient)-Distance outside the Estuary

Diffusion Coefficient

Go Diffusion Coefficient at x=0 = Apparent Dispersion Coefficient*(Coordinate along the Channel+Distance outside the Estuary)/Distance outside the Estuary

Froude Number given Dimensionless Estuary number

Go Froude Number = sqrt((Estuary Number*Fresh Water River Flow*Tidal Period)/Volume of Tidal Prism)

Fresh Water River Flow given Dimensionless Estuary number

Go Fresh Water River Flow = (Volume of Tidal Prism*Froude Number^2)/(Estuary Number*Tidal Period)

Tide Period given Dimensionless Estuary number

Go Tidal Period = (Volume of Tidal Prism*Froude Number^2)/(Estuary Number*Fresh Water River Flow)

Dimensionless Estuary number

Go Estuary Number = (Volume of Tidal Prism*Froude Number^2)/(Fresh Water River Flow*Tidal Period)

Volume of tidal prism given dimensionless estuary number

Go Volume of Tidal Prism = (Estuary Number*Fresh Water River Flow*Tidal Period)/Froude Number^2

Fresh Water River Flow given Mixing Parameter

Go Fresh Water River Flow = (Mixing Parameter*Volume of Tidal Prism)/Tidal Period

Volume of tidal prism given mixing parameter

Go Volume of Tidal Prism = (Fresh Water River Flow*Tidal Period)/Mixing Parameter

Tidal Period given Mixing Parameter

Go Tidal Period = (Mixing Parameter*Volume of Tidal Prism)/Fresh Water River Flow

Mixing Parameter

Go Mixing Parameter = (Fresh Water River Flow*Tidal Period)/Volume of Tidal Prism

Froude Number based upon maximum flood current velocity at estuary mouth

Go Froude Number = sqrt(Estuary Number*Mixing Parameter)

Rate of Potential Energy Gain given Dimensionless Stratification Number

Go Rate of Potential Energy Gain = Rate of Energy Dissipation/Stratification Number

Rate of Energy Dissipation given Dimensionless Stratification Number

Go Rate of Energy Dissipation = Stratification Number*Rate of Potential Energy Gain

Dimensionless Stratification Number

Go Stratification Number = Rate of Energy Dissipation/Rate of Potential Energy Gain

Estuary Number given Froude Number and Mixing Parameter

Go Estuary Number = Froude Number^2/Mixing Parameter

Mixing Parameter given Dimensionless Estuary number

Go Mixing Parameter = Froude Number^2/Estuary Number

Rate of Energy Dissipation given Dimensionless Stratification Number Formula

Rate of Energy Dissipation = Stratification Number*Rate of Potential Energy Gain
r = n*p

What Causes Stratification?

Stratification occurs as a result of a density differential between two water layers and can arise as a result of the differences in salinity, temperature, or a combination of both. Stratification is more likely when the mixing forces of wind and wave action are minimal and this occurs more often in the summer months.

How to Calculate Rate of Energy Dissipation given Dimensionless Stratification Number?

Rate of Energy Dissipation given Dimensionless Stratification Number calculator uses Rate of Energy Dissipation = Stratification Number*Rate of Potential Energy Gain to calculate the Rate of Energy Dissipation, The Rate of Energy Dissipation given Dimensionless Stratification Number formula is defined as the parameter influencing stratification number which is defined as act of sorting data, people, and objects into distinct groups or layers. Rate of Energy Dissipation is denoted by r symbol.

How to calculate Rate of Energy Dissipation given Dimensionless Stratification Number using this online calculator? To use this online calculator for Rate of Energy Dissipation given Dimensionless Stratification Number, enter Stratification Number (n) & Rate of Potential Energy Gain (p) and hit the calculate button. Here is how the Rate of Energy Dissipation given Dimensionless Stratification Number calculation can be explained with given input values -> 45 = 2.5*18.

FAQ

What is Rate of Energy Dissipation given Dimensionless Stratification Number?

The Rate of Energy Dissipation given Dimensionless Stratification Number formula is defined as the parameter influencing stratification number which is defined as act of sorting data, people, and objects into distinct groups or layers and is represented as r = n*p or Rate of Energy Dissipation = Stratification Number*Rate of Potential Energy Gain. Stratification Number is used to indicate the stability of fluids with density stratification & Rate of Potential Energy Gain for unit mass of fluid.

How to calculate Rate of Energy Dissipation given Dimensionless Stratification Number?

The Rate of Energy Dissipation given Dimensionless Stratification Number formula is defined as the parameter influencing stratification number which is defined as act of sorting data, people, and objects into distinct groups or layers is calculated using Rate of Energy Dissipation = Stratification Number*Rate of Potential Energy Gain. To calculate Rate of Energy Dissipation given Dimensionless Stratification Number, you need Stratification Number (n) & Rate of Potential Energy Gain (p). With our tool, you need to enter the respective value for Stratification Number & Rate of Potential Energy Gain 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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