barrel

SARRERA DESBERDINA:

Barrer

${\displaystyle {\rm {{1}\ barrer={10^{-10}}{\frac {cm_{STP}^{3}\cdot cm}{cm^{2}\cdot s\cdot cmHg}}}}}$
${\displaystyle {\rm {{1}\ barrer={3.35\times 10^{-16}}{\frac {mol\cdot m}{m^{2}\cdot s\cdot Pa}}}}}$
${\displaystyle {\rm {{1}\ barrer={M\ \times }\ {3.35\times 10^{-13}}\ {\frac {g\cdot cm}{s\cdot cm^{2}\cdot bar}}}}}$
${\displaystyle {\rm {{1}\ GPU=10^{-6}\ {\frac {cm_{STP}^{3}}{cm^{2}\cdot s\cdot cmHg}}=7.501\ \times \ 10^{-12}\ {\frac {m_{STP}^{3}}{m^{2}\cdot s\cdot Pa}}}}}$
${\displaystyle {\rm {{1}\ GPU=3.35\ \times \ 10^{-10}\ {\frac {mol}{m^{2}\cdot s\cdot Pa}}}}}$
The barrer is a non-SI unit of permeability of gases used in the membrane technology and contact lens industry. It is named after the New Zealand-born chemist Richard Barrer.
The barrer is defined as follows:
Confusingly, the centimetre notation is used in four different ways.
The cm corresponds in the permeability equations to the thickness of the material whose permeability is being evaluated, the cm³_STPcm⁻²s⁻¹ to the flux of gas through the material, and the cmHg to the pressure drop across the material. That is, it measures the rate of fluid flow passing through an area of material with a thickness driven by a given pressure. See Darcy's Law.
In SI units, the barrer can be expressed as:
To convert to CGS permeability unit, one must use the following:^[1]
Where M is the molecular weight of the penetrant gas (g/mol).
Another commonly expressed unit is Gas Permeance Unit (GPU). It is used in the measurement of gas permeance. Permeance can be expressed as the ratio of the permeability with the thickness of membrane.^[2]
Or in SI units:
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