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Selectivity of Solute based on Distribution Coefficients Formula

GoSelectvity of Solute based on Activity Coefficients Formula

GoSelectvity of Solute based on Mole Fractions Formula

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The Selectivity or Separation Factor is defined as the preferential uptake of the solute by the solvent over the carrier. Check FAQs

β C, A = \frac{K Solute}{K CarrierLiq}

β_{C, A} - Selectivity?K_Solute - Distribution Coefficient of Solute?K_CarrierLiq - Distribution Coefficient of Carrier Liquid?

Selectivity of Solute based on Distribution Coefficients Example

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Here is how the Selectivity of Solute based on Distribution Coefficients equation looks like with Values.

Here is how the Selectivity of Solute based on Distribution Coefficients equation looks like with Units.

Here is how the Selectivity of Solute based on Distribution Coefficients equation looks like.

1.7333 = \frac{2.6}{1.5}

1.7333 = \frac{2.6}{1.5}

1.7333 = \frac{2.6}{1.5}

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Selectivity of Solute based on Distribution Coefficients Solution

Follow our step by step solution on how to calculate Selectivity of Solute based on Distribution Coefficients?

FIRST Step Consider the formula

β C, A = \frac{K Solute}{K CarrierLiq}

Next Step Substitute values of Variables

∴

β C, A = \frac{2.6}{1.5}

Next Step Prepare to Evaluate

∴

β C, A = \frac{2.6}{1.5}

Next Step Evaluate

∴

β C, A = 1.73333333333333

LAST Step Rounding Answer

∴

β C, A = 1.7333

Selectivity of Solute based on Distribution Coefficients Formula Elements

Variables

Selectivity

The Selectivity or Separation Factor is defined as the preferential uptake of the solute by the solvent over the carrier.

Symbol: β_{C, A}

Measurement: NAUnit: Unitless

Note: Value should be greater than 0.

Formulas to find Selectivity

Distribution Coefficient of Solute

The distribution coefficient of solute is defined as the concentration of solute in the extract phase divided by the concentration of solute in the raffinate phase.

Symbol: K_Solute

Measurement: NAUnit: Unitless

Note: Value should be greater than 0.

Formulas to find Distribution Coefficient of Solute

Distribution Coefficient of Carrier Liquid

The distribution coefficient of Carrier Liquid is defined as the concentration of carrier liquid in the extract phase divided by the concentration of carrier liquid in the raffinate phase.

Symbol: K_CarrierLiq

Measurement: NAUnit: Unitless

Note: Value should be greater than 0.

Formulas to find Distribution Coefficient of Carrier Liquid

Other Formulas to find Selectivity

Go Selectvity of Solute based on Activity Coefficients

β C, A = \frac{\frac{Υc R}{Υc E}}{\frac{Υa R}{Υa E}}

Go Selectvity of Solute based on Mole Fractions

β C, A = \frac{\frac{y C}{y A}}{\frac{x C}{x A}}

Other formulas in Distribution Coefficient, Selectivity and Mass Ratio category

Go Distribution Coefficient of Carrier Liquid from Activity Coefficients

K CarrierLiq = \frac{Υa R}{Υa E}

Go Distribution Coefficient of Carrier Liquid from Mass Fraction

K CarrierLiq = \frac{y A}{x A}

Go Distribution Coefficient of Solute from Activity Coefficient

K Solute = \frac{Υc R}{Υc E}

Go Distribution Coefficient of Solute from Mass Fractions

K Solute = \frac{y C}{x C}

How to Evaluate Selectivity of Solute based on Distribution Coefficients?

Selectivity of Solute based on Distribution Coefficients evaluator uses Selectivity = Distribution Coefficient of Solute/Distribution Coefficient of Carrier Liquid to evaluate the Selectivity, The Selectivity of Solute based on Distribution Coefficients formula is defined as the ratio of the distribution coefficient of the solute to the carrier liquid. Selectivity is denoted by β_{C, A} symbol.

How to evaluate Selectivity of Solute based on Distribution Coefficients using this online evaluator? To use this online evaluator for Selectivity of Solute based on Distribution Coefficients, enter Distribution Coefficient of Solute (K_Solute) & Distribution Coefficient of Carrier Liquid (K_CarrierLiq) and hit the calculate button.

FAQs on Selectivity of Solute based on Distribution Coefficients

What is the formula to find Selectivity of Solute based on Distribution Coefficients?

The formula of Selectivity of Solute based on Distribution Coefficients is expressed as Selectivity = Distribution Coefficient of Solute/Distribution Coefficient of Carrier Liquid. Here is an example- 1.733333 = 2.6/1.5.

How to calculate Selectivity of Solute based on Distribution Coefficients?

With Distribution Coefficient of Solute (K_Solute) & Distribution Coefficient of Carrier Liquid (K_CarrierLiq) we can find Selectivity of Solute based on Distribution Coefficients using the formula - Selectivity = Distribution Coefficient of Solute/Distribution Coefficient of Carrier Liquid.

What are the other ways to Calculate Selectivity?

Here are the different ways to Calculate Selectivity-

Selectivity=(Activity Coefficient of Solute in Raffinate/Activity Coefficient of Solute in Extract)/(Activity Coefficient of Carrier Liq in Raffinate/Activity Coefficient of Carrier Liquid in Extract)
Selectivity=(Mass Fraction of Solute in the Extract/Mass Fraction of Carrier Liquid in the Extract)/(Mass Fraction of Solute in the Raffinate/Mass Fraction of Carrier Liquid in the Raffinate)

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Selectivity of Solute based on Distribution Coefficients Formula

​GoSelectvity of Solute based on Activity Coefficients Formula

​GoSelectvity of Solute based on Mole Fractions Formula

Selectivity of Solute based on Distribution Coefficients Example

Selectivity of Solute based on Distribution Coefficients Solution

Selectivity of Solute based on Distribution Coefficients Formula Elements

Other Formulas to find Selectivity

Other formulas in Distribution Coefficient, Selectivity and Mass Ratio category

How to Evaluate Selectivity of Solute based on Distribution Coefficients?

FAQs on Selectivity of Solute based on Distribution Coefficients

Variable Name

GoSelectvity of Solute based on Activity Coefficients Formula

GoSelectvity of Solute based on Mole Fractions Formula