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Temperature when saturated pressure is given in Antoine equation Calculator

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Phase-Equilibrium Vapor Liquid Equilibrium ↺
Vapor-Liquid-Equilibrium
✖Antoine equation constant, B is one of the parameters of Antoine equation which has a unit of temperature.ⓘ Antoine equation constant, B [B]
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✖Antoine equation constant, A is component specific parameter.ⓘ Antoine equation constant, A [A]
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-10%
✖Saturated pressure is the pressure at which a given liquid and its vapour or a given solid and its vapour can co-exist in equilibrium, at a given temperature.ⓘ Saturated pressure [Psat]
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-10%
✖Antoine equation constant, C is one of the parameters of Antoine equation which has a unit of temperature.ⓘ Antoine equation constant, C [C]
+10%
-10%
✖Temperature is the degree or intensity of heat present in a substance or object.ⓘ Temperature when saturated pressure is given in Antoine equation [T]
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Shivam Sinha
National Institute Of Technology (NIT), Surathkal
Shivam Sinha has created this Calculator and 300+ more calculators!
Akshada Kulkarni
National Institute of Information Technology (NIIT), Neemrana
Akshada Kulkarni has verified this Calculator and 500+ more calculators!

11 Other formulas that you can solve using the same Inputs

Vapour phase mole fraction using Gamma/ phi formulation of VLE
Mole fraction of component in vapour phase=(Mole fraction of component in liquid phase*Activity coefficient*Saturated pressure)/(Fugacity coefficient*Total pressure) GO
Liquid phase mole fraction using Modified Raoult's Law in VLE
Mole fraction of component in liquid phase=(Mole fraction of component in vapour phase*Total pressure)/(Activity coefficient*Saturated pressure) GO
Vapour phase mole fraction using Modified Raoult's Law in VLE
Mole fraction of component in vapour phase=(Mole fraction of component in liquid phase*Activity coefficient*Saturated pressure)/Total pressure GO
Total pressure using Modified Raoult's Law in VLE
Total pressure=(Mole fraction of component in liquid phase*Activity coefficient*Saturated pressure)/Mole fraction of component in vapour phase GO
Pressure using saturated temperature in Antoine equation
Pressure=exp(Antoine equation constant, A-(Antoine equation constant, B/(Saturated temperature+Antoine equation constant, C))) GO
Saturated pressure using Antoine equation
Saturated pressure=exp(Antoine equation constant, A-(Antoine equation constant, B/(Temperature+Antoine equation constant, C))) GO
Saturated temperature using Antoine equation
Saturated temperature=(Antoine equation constant, B/(Antoine equation constant, A-ln(Pressure)))-Antoine equation constant, C GO
Vapour phase mole fraction using Raoult's Law in VLE
Mole fraction of component in vapour phase=(Mole fraction of component in liquid phase*Saturated pressure)/Total pressure GO
Liquid phase mole fraction using Raoult's Law in VLE
Mole fraction of component in liquid phase=(Mole fraction of component in vapour phase*Total pressure)/Saturated pressure GO
Total pressure using Raoult's Law in VLE
Total pressure=(Mole fraction of component in liquid phase*Saturated pressure)/Mole fraction of component in vapour phase GO
Poynting factor
Poynting factor=exp((-Volume of liquid phase*(Pressure-Saturated pressure))/([R]*Temperature)) GO

11 Other formulas that calculate the same Output

Temperature at distance x from the inner surface in the wall
Temperature=inner surface temperature -((distance from inner surface/Length)*(inner surface temperature -outer surface temperature)) GO
Temperature in Arrhenius equation for second order reaction
Temperature=Energy of activation/[R]*(ln(Frequency factor from Arrhenius equation/Rate constant for second order reaction)) GO
Temperature in Arrhenius equation for first order reaction
Temperature=Energy of activation/[R]*(ln(Frequency factor from Arrhenius equation/Rate constant for first order reaction)) GO
Temperature in Arrhenius equation for zero order reaction
Temperature=Energy of activation/[R]*(ln(Frequency factor from Arrhenius equation/Rate constant of zero order reaction)) GO
Temperature of reaction when equilibrium constant of pressure and Gibbs energy is given
Temperature=Gibbs Free Energy/(-2.303*[R]*ln(Equilibrium constant for partial pressure )) GO
Temperature of gas when osmotic pressure is given
Temperature=(Osmotic Pressure*Volume of Solution)/(Number of Moles of Solute*[R]) GO
Temperature of reaction when equilibrium constant and Gibbs energy is given
Temperature=Gibbs Free Energy/(-2.303*[R]*log10(Equilibrium constant)) GO
Temperature when residual Gibbs free energy and fugacity coefficient is given
Temperature=Residual Gibbs Free Energy/([R]*ln(Fugacity coefficient)) GO
Temperature of reaction when standard enthalpy and entropy change is given
Temperature=(Change in enthalpy-Gibbs Free Energy)/Change in entropy GO
Temperature After a Given Time
Temperature=s temp.+(s temp.-initial temp.)*e^(-temp. constant*Time) GO
Temperature When Helmholtz free Energy is Given
Temperature=(Internal Energy-Helmholtz free energy)/Entropy GO

Temperature when saturated pressure is given in Antoine equation Formula

Temperature=(Antoine equation constant, B/(Antoine equation constant, A-ln(Saturated pressure)))-Antoine equation constant, C
T=(B/(A-ln(P<sup>sat</sup>)))-C
More formulas
Saturated pressure using Antoine equation GO
Poynting factor GO
Vapour phase mole fraction using Gamma/ phi formulation of VLE GO
Total pressure for binary liquid system for dew/bubble point calculations with Raoult's Law GO
Saturated temperature using Antoine equation GO
Pressure using saturated temperature in Antoine equation GO
Fugacity coefficient using Gamma/ phi formulation of VLE GO
Total pressure using Gamma/ phi formulation of VLE GO
Activity coefficient using Gamma/ phi formulation of VLE GO
Saturated pressure using Gamma/ phi formulation of VLE GO
Total pressure for binary liquid system for dew/bubble point calculations with Modified Raoult's Law GO
Total pressure for binary vapour system for dew/bubble point calculations with Raoult's Law GO
Total pressure for binary vapour system for dew/bubble point calculations with Modified Raoult's Law GO

Define Antoine equation.

The Antoine equation is a class of semi-empirical correlations describing the relation between vapor pressure and temperature for pure substances. The Antoine equation is derived from the Clausius–Clapeyron relation. The equation was presented in 1888 by the French engineer Louis Charles Antoine (1825–1897). The August equation describes a linear relation between the logarithm of the pressure and the reciprocal temperature. This assumes a temperature-independent heat of vaporization. The Antoine equation allows an improved, but still inexact description of the change of the heat of vaporization with the temperature.

How to Calculate Temperature when saturated pressure is given in Antoine equation?

Temperature when saturated pressure is given in Antoine equation calculator uses Temperature=(Antoine equation constant, B/(Antoine equation constant, A-ln(Saturated pressure)))-Antoine equation constant, C to calculate the Temperature, The Temperature when saturated pressure is given in Antoine equation formula is defined as the function of the Antoine equation constants A, B and C and saturated pressure. Temperature and is denoted by T symbol.

How to calculate Temperature when saturated pressure is given in Antoine equation using this online calculator? To use this online calculator for Temperature when saturated pressure is given in Antoine equation, enter Antoine equation constant, B (B), Antoine equation constant, A (A), Saturated pressure (Psat) and Antoine equation constant, C (C) and hit the calculate button. Here is how the Temperature when saturated pressure is given in Antoine equation calculation can be explained with given input values -> -0.561145 = ((-7.71633290464817)/(15-ln(10000)))-(-0.771633290464817).

FAQ

What is Temperature when saturated pressure is given in Antoine equation?
The Temperature when saturated pressure is given in Antoine equation formula is defined as the function of the Antoine equation constants A, B and C and saturated pressure and is represented as T=(B/(A-ln(Psat)))-C or Temperature=(Antoine equation constant, B/(Antoine equation constant, A-ln(Saturated pressure)))-Antoine equation constant, C. Antoine equation constant, B is one of the parameters of Antoine equation which has a unit of temperature, Antoine equation constant, A is component specific parameter, Saturated pressure is the pressure at which a given liquid and its vapour or a given solid and its vapour can co-exist in equilibrium, at a given temperature and Antoine equation constant, C is one of the parameters of Antoine equation which has a unit of temperature.
How to calculate Temperature when saturated pressure is given in Antoine equation?
The Temperature when saturated pressure is given in Antoine equation formula is defined as the function of the Antoine equation constants A, B and C and saturated pressure is calculated using Temperature=(Antoine equation constant, B/(Antoine equation constant, A-ln(Saturated pressure)))-Antoine equation constant, C. To calculate Temperature when saturated pressure is given in Antoine equation, you need Antoine equation constant, B (B), Antoine equation constant, A (A), Saturated pressure (Psat) and Antoine equation constant, C (C). With our tool, you need to enter the respective value for Antoine equation constant, B, Antoine equation constant, A, Saturated pressure and Antoine equation constant, C 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 Temperature?
In this formula, Temperature uses Antoine equation constant, B, Antoine equation constant, A, Saturated pressure and Antoine equation constant, C. We can use 11 other way(s) to calculate the same, which is/are as follows -
  • Temperature=s temp.+(s temp.-initial temp.)*e^(-temp. constant*Time)
  • Temperature=(Internal Energy-Helmholtz free energy)/Entropy
  • Temperature=inner surface temperature -((distance from inner surface/Length)*(inner surface temperature -outer surface temperature))
  • Temperature=(Osmotic Pressure*Volume of Solution)/(Number of Moles of Solute*[R])
  • Temperature=Energy of activation/[R]*(ln(Frequency factor from Arrhenius equation/Rate constant of zero order reaction))
  • Temperature=Energy of activation/[R]*(ln(Frequency factor from Arrhenius equation/Rate constant for first order reaction))
  • Temperature=Energy of activation/[R]*(ln(Frequency factor from Arrhenius equation/Rate constant for second order reaction))
  • Temperature=Gibbs Free Energy/(-2.303*[R]*log10(Equilibrium constant))
  • Temperature=Gibbs Free Energy/(-2.303*[R]*ln(Equilibrium constant for partial pressure ))
  • Temperature=(Change in enthalpy-Gibbs Free Energy)/Change in entropy
  • Temperature=Residual Gibbs Free Energy/([R]*ln(Fugacity coefficient))
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