Calculate water vapor transmission rate (WVTR) in g/m²/day from mass gain, specimen area and test time, or estimate package moisture ingress.
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Water Vapor Transmission Rate Formula
The interface calculates WVTR from a steady-state gravimetric interval: WVTR = net water-mass change ÷ exposed specimen area ÷ elapsed days. For example,0.12 g over0.05 m² in24 hours gives2.4 g/(m²·day). Use the magnitude of a linear, blank-corrected mass change and report the test temperature, humidity and method. The calculator does not fit a time series or verify a test method.
- Where WVTR is the Water Vapor Transmission Rate (mass of water vapor transmitted per unit area per unit time; e.g., g/m²/day or g/100 in²/day)
- K is the water vapor permeability coefficient of the membrane/material (units depend on the unit system used)
- P1 is the water vapor partial pressure on side 1 (upstream/high humidity side)
- P2 is the water vapor partial pressure on side 2 (downstream/low humidity side)
- d is the thickness of the membrane/material.
What is a Water Vapor Transmission Rate?
Package mode uses moisture ingress = WVTR × total barrier area × storage days. For0.5 g/(m²·day),0.4 m² and180 days, ingress is36 g. The adjustable1.5× planning default gives54 g water capacity; it does not specify desiccant mass or guarantee shelf life. The model assumes unchanged service conditions and excludes seams, openings, initial moisture and product sorption.
Conversions use1 in² =0.00064516 m²,100 in² =0.064516 m² and1 day =86400 s. Optional permeance divides the SI rate by a positive vapor-pressure difference and converts grams/day to nanograms/second. Blank or zero pressure omits permeance. The annualized output uses365 days.
Definition:
A water vapor transmission rate (WVTR), sometimes referred to as moisture vapor transmission rate (MVTR), is the rate at which water vapor passes through a material per unit area per unit time, typically reported under specified temperature and humidity conditions.
How to Calculate Water Vapor Transmission Rate?
Example Problem:
The example below is a separate homogeneous-material permeability reference: WVTR = permeability × pressure difference ÷ thickness. Those permeability and thickness inputs are not part of this interface. See the ASHRAE vapor-permeability discussion for the distinction between permeability and permeance.
First, determine the permeability coefficient K for the material (for example, from a datasheet or an experimental measurement). In this example, assume K = 31.5 (g·in)/(100 in²·day·mmHg).
Next, determine the water vapor partial pressure on side 1. In this example, P1 = 10 mmHg.
Next, determine the water vapor partial pressure on side 2. In this example, P2 = 5 mmHg.
Next, determine the thickness of the membrane/material. In this example, d = 0.50 in.
Finally, calculate the water vapor transmission rate using the formula above:
WVTR = K*(P1-P2) / d
WVTR = 31.5*(10-5) / 0.50
WVTR = 315 g/100 in²/day
