The Vapor Pressure Calculator is a precise scientific tool that helps determine the vapor pressure of liquids at a given temperature. Vapor pressure reflects how easily a liquid evaporates into the gas phase, and this calculator allows researchers, chemists, and students to quickly compute vapor pressure using temperature-dependent equations.
By using this calculator, users can predict evaporation rates, boiling points, and phase equilibrium behaviors with speed and accuracy.
Vapor pressure is the pressure exerted by a vapor in equilibrium with its liquid or solid phase at a given temperature. It is a fundamental concept in physical chemistry, thermodynamics, and chemical engineering.
Key points:
Vapor pressure indicates volatility of a liquid
Critical for boiling point determination and distillation processes
Dependent on temperature and intermolecular forces
Used in meteorology, industrial processing, and environmental studies
Clapeyron & Antoine equations are commonly used for temperature-dependent vapor pressure calculations.
Antoine Equation (commonly used):
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log10(P) = A - (B / (C + T))
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Where:
P = vapor pressure (mmHg)
T = temperature (°C)
A, B, C = Antoine constants specific to the liquid
Clapeyron Equation (optional for more precise work):
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ln(P2 / P1) = (ΔHvap / R) * (1/T1 - 1/T2)
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Where:
P1, P2 = vapor pressures at temperatures T1, T2
ΔHvap = enthalpy of vaporization
R = gas constant (8.314 J/mol·K)
Formula Highlight: Both equations are presented in a framed box on the calculator for clarity and enhanced user experience.
Problem: Find the vapor pressure of ethanol at 50°C. Constants: A = 8.20417, B = 1642.89, C = 230.3
Step 1: Apply Antoine equation
log10(P) = A - (B / (C + T))
log10(P) = 8.20417 - (1642.89 / (230.3 + 50))
log10(P) = 8.20417 - (1642.89 / 280.3)
log10(P) = 8.20417 - 5.861
log10(P) = 2.343
Step 2: Convert log to actual pressure
P = 10^2.343 ≈ 220 mmHg
Step 3: Interpret Result
The vapor pressure of ethanol at 50°C is approximately 220 mmHg