Mole Fraction of MVC in Vapor using Equilibrium Vaporization Ratio Calculator

✖The equilibrium vaporization ratio of MVC or K factor is defined as the ratio of the mole fraction of a MVC in the vapor phase to the mole fraction of the same component in the liquid phase.ⓘ Equilibrium Vaporization Ratio of MVC [K_MVC]			+10% -10%
✖The Mole Fraction of MVC in Liquid Phase is the variable which gives the Mole fraction of More Volatile Component in the Distillation Column Liquid Phase.ⓘ Mole Fraction of MVC in Liquid Phase [x_MVC]			+10% -10%

✖The Mole Fraction of MVC in Vapor Phase is the variable which gives the Mole fraction of More Volatile Component in the Distillation Column Vapor Phase.ⓘ Mole Fraction of MVC in Vapor using Equilibrium Vaporization Ratio [y_MVC]

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Formula

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Mole Fraction of MVC in Vapor using Equilibrium Vaporization Ratio

Formula

`"y"_{"MVC"} = "K"_{"MVC"}*"x"_{"MVC"}`

Example

`"0.83625"="2.23"*"0.375"`

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Mole Fraction of MVC in Vapor using Equilibrium Vaporization Ratio Solution

STEP 0: Pre-Calculation Summary

Formula Used

Mole Fraction of MVC in Vapor Phase = Equilibrium Vaporization Ratio of MVC*Mole Fraction of MVC in Liquid Phase
y_MVC = K_MVC*x_MVC
This formula uses 3 Variables

Variables Used

Mole Fraction of MVC in Vapor Phase - The Mole Fraction of MVC in Vapor Phase is the variable which gives the Mole fraction of More Volatile Component in the Distillation Column Vapor Phase.
Equilibrium Vaporization Ratio of MVC - The equilibrium vaporization ratio of MVC or K factor is defined as the ratio of the mole fraction of a MVC in the vapor phase to the mole fraction of the same component in the liquid phase.
Mole Fraction of MVC in Liquid Phase - The Mole Fraction of MVC in Liquid Phase is the variable which gives the Mole fraction of More Volatile Component in the Distillation Column Liquid Phase.

STEP 1: Convert Input(s) to Base Unit

Equilibrium Vaporization Ratio of MVC: 2.23 --> No Conversion Required
Mole Fraction of MVC in Liquid Phase: 0.375 --> No Conversion Required

STEP 2: Evaluate Formula

Substituting Input Values in Formula

y_MVC = K_MVC*x_MVC --> 2.23*0.375

Evaluating ... ...

y_MVC = 0.83625

STEP 3: Convert Result to Output's Unit

0.83625 --> No Conversion Required

FINAL ANSWER

0.83625 <-- Mole Fraction of MVC in Vapor Phase

(Calculation completed in 00.004 seconds)

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Created by Vaibhav Mishra

DJ Sanghvi College of Engineering (DJSCE), Mumbai

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< 10+ Relative Volatility & Vaporization Ratio Calculators

Relative Volatility using Mole Fraction

Go Relative Volatility = (Mole Fraction of Component in Vapor Phase/(1-Mole Fraction of Component in Vapor Phase))/(Mole Fraction of Component in Liquid Phase/(1-Mole Fraction of Component in Liquid Phase))

Total Pressure using Mole Fraction and Saturated Pressure

Go Total Pressure of Gas = (Mole Fraction of MVC in Liq Phase*Partial Pressure of More Volatile Component)+((1-Mole Fraction of MVC in Liq Phase)*Partial Pressure of Less Volatile Component)

Relative Volatility using Vapour Pressure

Go Relative Volatility = Saturated Vapour Pressure of More Volatile Comp/Saturated Vapour Pressure of Less Volatile Comp

Mole Fraction of MVC in Liquid using Equilibrium Vaporization Ratio

Go Mole Fraction of MVC in Liquid Phase = Mole Fraction of MVC in Vapor Phase/Equilibrium Vaporization Ratio of MVC

Mole Fraction of LVC in Liquid using Equilibrium Vaporization Ratio

Go Mole Fraction of LVC in Liquid Phase = Mole Fraction of LVC in Vapor Phase/Equilibrium Vaporization Ratio of LVC

Mole Fraction of MVC in Vapor using Equilibrium Vaporization Ratio

Go Mole Fraction of MVC in Vapor Phase = Equilibrium Vaporization Ratio of MVC*Mole Fraction of MVC in Liquid Phase

Mole Fraction of LVC in Vapor using Equilibrium Vaporization Ratio

Go Mole Fraction of LVC in Vapor Phase = Equilibrium Vaporization Ratio of LVC*Mole Fraction of LVC in Liquid Phase

Equilibrium Vaporization Ratio for More Volatile Component

Go Equilibrium Vaporization Ratio of MVC = Mole Fraction of MVC in Vapor Phase/Mole Fraction of MVC in Liquid Phase

Equilibrium Vaporization Ratio for Less Volatile Component

Go Equilibrium Vaporization Ratio of LVC = Mole Fraction of LVC in Vapor Phase/Mole Fraction of LVC in Liquid Phase

Relative Volatility using Equilibrium Vaporization Ratio

Go Relative Volatility = Equilibrium Vaporization Ratio of MVC/Equilibrium Vaporization Ratio of LVC

Mole Fraction of MVC in Vapor using Equilibrium Vaporization Ratio Formula

Mole Fraction of MVC in Vapor Phase = Equilibrium Vaporization Ratio of MVC*Mole Fraction of MVC in Liquid Phase
y_MVC = K_MVC*x_MVC

What is Equilibirum Vaporization Ratio ?

The Equilibrium vaporization ratio or K value is defined as the ratio of mole fraction of the component in the vapor phase to the mole fraction of the same component in the liquid phase. Generally, the K-value is a function of temperature, pressure and composition (xi and yi). It is even defined as the ratio of Fugacity coefficient in the liquid phase to vapor phase. For Ideal Liquid mixtures and Ideal gas, the k-value is the ratio of equilibrium vapor pressure to total pressure, i.e. the k-value is independent of composition. For dilute mixtures, even non-ideal, the k-value is a function of henry's constant.

How to Calculate Mole Fraction of MVC in Vapor using Equilibrium Vaporization Ratio?

Mole Fraction of MVC in Vapor using Equilibrium Vaporization Ratio calculator uses Mole Fraction of MVC in Vapor Phase = Equilibrium Vaporization Ratio of MVC*Mole Fraction of MVC in Liquid Phase to calculate the Mole Fraction of MVC in Vapor Phase, The Mole Fraction of MVC in Vapor using Equilibrium Vaporization Ratio formula is defined as more volatile component mole fraction in vapor as a product of equilibrium vaporization ratio and liquid mole fraction. Mole Fraction of MVC in Vapor Phase is denoted by y_MVC symbol.

How to calculate Mole Fraction of MVC in Vapor using Equilibrium Vaporization Ratio using this online calculator? To use this online calculator for Mole Fraction of MVC in Vapor using Equilibrium Vaporization Ratio, enter Equilibrium Vaporization Ratio of MVC (K_MVC) & Mole Fraction of MVC in Liquid Phase (x_MVC) and hit the calculate button. Here is how the Mole Fraction of MVC in Vapor using Equilibrium Vaporization Ratio calculation can be explained with given input values -> 0.83625 = 2.23*0.375.

FAQ

What is Mole Fraction of MVC in Vapor using Equilibrium Vaporization Ratio?

The Mole Fraction of MVC in Vapor using Equilibrium Vaporization Ratio formula is defined as more volatile component mole fraction in vapor as a product of equilibrium vaporization ratio and liquid mole fraction and is represented as y_MVC = K_MVC*x_MVC or Mole Fraction of MVC in Vapor Phase = Equilibrium Vaporization Ratio of MVC*Mole Fraction of MVC in Liquid Phase. The equilibrium vaporization ratio of MVC or K factor is defined as the ratio of the mole fraction of a MVC in the vapor phase to the mole fraction of the same component in the liquid phase & The Mole Fraction of MVC in Liquid Phase is the variable which gives the Mole fraction of More Volatile Component in the Distillation Column Liquid Phase.

How to calculate Mole Fraction of MVC in Vapor using Equilibrium Vaporization Ratio?

The Mole Fraction of MVC in Vapor using Equilibrium Vaporization Ratio formula is defined as more volatile component mole fraction in vapor as a product of equilibrium vaporization ratio and liquid mole fraction is calculated using Mole Fraction of MVC in Vapor Phase = Equilibrium Vaporization Ratio of MVC*Mole Fraction of MVC in Liquid Phase. To calculate Mole Fraction of MVC in Vapor using Equilibrium Vaporization Ratio, you need Equilibrium Vaporization Ratio of MVC (K_MVC) & Mole Fraction of MVC in Liquid Phase (x_MVC). With our tool, you need to enter the respective value for Equilibrium Vaporization Ratio of MVC & Mole Fraction of MVC in Liquid Phase 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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