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ideal gas law

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ideal gas law
A law that describes the relationships between measurable properties of an ideal gas. The law states that P × V = n × (R) × T, where P is pressure, V is volume, n is the number of moles of molecules, T is the absolute temperature, and R is the gas constant (8.314 joules per degree Kelvin or 1.985 calories per degree Celsius). A consequence of this law is that, under constant pressure and temperature conditions, the volume of a gas depends solely on the number of moles of its molecules, not on the type of gas. Also called universal gas law. See also Boyle's lawCharles's lawvan der Waals equation


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According to the ideal gas law, PV = nRT, raising the pressure will keep the oxygen gas volume small.
Insight into ideal rubbery behavior can be gleaned by comparing equation 8 to the ideal gas law, p = nRT(1/V), (9) where p = pressure; n = moles of gas; V = volume.
Rivier says the deviation may stem from subtle differences between the physical properties of an actual network of bubbles and the theoretical ideal -- just as real gases stray from ideal gas laws.
 
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