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Modified Rayleigh number given Bingham number Formula

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Modified Rayleigh Number is a dimensionless number associated with buoyancy-driven flow, also known as free or natural convection. Check FAQs

Ra' = \frac{Ra c}{1 + B n}

Ra' - Modified Rayleigh Number?Ra_c - Rayleigh Number(t)?B_n - Bingham Number?

Modified Rayleigh number given Bingham number Example

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Here is how the Modified Rayleigh number given Bingham number equation looks like with Values.

Here is how the Modified Rayleigh number given Bingham number equation looks like with Units.

Here is how the Modified Rayleigh number given Bingham number equation looks like.

0.0094 = \frac{0.075}{1 + 7.01}

0.0094 = \frac{0.075}{1 + 7.01}

0.0094 = \frac{0.075}{1 + 7.01}

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Modified Rayleigh number given Bingham number Solution

Follow our step by step solution on how to calculate Modified Rayleigh number given Bingham number?

FIRST Step Consider the formula

Ra' = \frac{Ra c}{1 + B n}

Next Step Substitute values of Variables

∴

Ra' = \frac{0.075}{1 + 7.01}

Next Step Prepare to Evaluate

∴

Ra' = \frac{0.075}{1 + 7.01}

Next Step Evaluate

∴

Ra' = 0.00936329588014981

LAST Step Rounding Answer

∴

Ra' = 0.0094

Modified Rayleigh number given Bingham number Formula Elements

Variables

Modified Rayleigh Number

Modified Rayleigh Number is a dimensionless number associated with buoyancy-driven flow, also known as free or natural convection.

Symbol: Ra'

Measurement: NAUnit: Unitless

Note: Value should be greater than 0.

Formulas to find Modified Rayleigh Number

Rayleigh Number(t)

Rayleigh Number(t) is a dimensionless parameter that is a measure of the instability of a layer of fluid due to differences of temperature and density at the top and bottom.

Symbol: Ra_c

Measurement: NAUnit: Unitless

Note: Value can be positive or negative.

Formulas to find Rayleigh Number(t)

Bingham Number

Bingham Number, abbreviated as Bn, is a dimensionless quantity.

Symbol: B_n

Measurement: NAUnit: Unitless

Note: Value should be less than 101.

Formulas to find Bingham Number

Other formulas in Rayleigh and Reynolds Number category

Go Rayleigh number based on turbulence for annular space between concentric cylinders

Ra c = (\frac{({(\ln (\frac{d o}{d i}))}^{4}) \cdot (Ra l)}{(L^{3}) \cdot {(({d i}^{- 0.6}) + ({d o}^{- 0.6}))}^{5}})

Go Rayleigh number based on length for annular space between concentric cylinders

Ra l = \frac{Ra c}{\frac{({(\ln (\frac{d o}{d i}))}^{4})}{(L^{3}) \cdot {(({d i}^{- 0.6}) + ({d o}^{- 0.6}))}^{5}}}

Go Rayleigh number based on turbulence for concentric spheres

Ra c = {(\frac{L \cdot Ra l}{({(D i \cdot D o)}^{4}) \cdot ({(({D i}^{- 1.4}) + ({D o}^{- 1.4}))}^{5})})}^{0.25}

Go Reynolds Number given Graetz Number

Re L = Gr \cdot \frac{L}{Pr \cdot D}

How to Evaluate Modified Rayleigh number given Bingham number?

Modified Rayleigh number given Bingham number evaluator uses Modified Rayleigh Number = Rayleigh Number(t)/(1+Bingham Number) to evaluate the Modified Rayleigh Number, Modified Rayleigh number given Bingham number formula is defined as a dimensionless number that represents the ratio of buoyancy and thermal diffusivity but in terms of Bingham number. Modified Rayleigh Number is denoted by Ra' symbol.

How to evaluate Modified Rayleigh number given Bingham number using this online evaluator? To use this online evaluator for Modified Rayleigh number given Bingham number, enter Rayleigh Number(t) (Ra_c) & Bingham Number (B_n) and hit the calculate button.

FAQs on Modified Rayleigh number given Bingham number

What is the formula to find Modified Rayleigh number given Bingham number?

The formula of Modified Rayleigh number given Bingham number is expressed as Modified Rayleigh Number = Rayleigh Number(t)/(1+Bingham Number). Here is an example- 0.074906 = 0.075/(1+7.01).

How to calculate Modified Rayleigh number given Bingham number?

With Rayleigh Number(t) (Ra_c) & Bingham Number (B_n) we can find Modified Rayleigh number given Bingham number using the formula - Modified Rayleigh Number = Rayleigh Number(t)/(1+Bingham Number).

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Modified Rayleigh number given Bingham number Formula

Modified Rayleigh number given Bingham number Example

Modified Rayleigh number given Bingham number Solution

Modified Rayleigh number given Bingham number Formula Elements

Other formulas in Rayleigh and Reynolds Number category

How to Evaluate Modified Rayleigh number given Bingham number?

FAQs on Modified Rayleigh number given Bingham number

Variable Name