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The 16 pages that link to Compressibility factor, each with the reason it gives.

• Equation of stateRelated: It quantifies how strongly a real gas departs from ideal-gas predictions.

• Ideal gas lawCompared with: Its deviation from one quantifies the failure of PV = nRT for nonideal gases.

• Ideal gasRelated: Its value shows how far a real gas is from the ideal model.

• Dalton's law of partial pressuresRelated: Departures from ideality signal conditions where simple partial-pressure calculations lose accuracy.

• Van der Waals equationRelated: It quantifies departures from ideal behavior that this equation approximates.

• Real gasRelated: It quantifies how far a real gas departs from ideal behavior.

• Molar volumeRelated: It corrects ideal-gas molar-volume predictions when intermolecular effects matter.

• Gas lawsRelated: Quantifies deviations from ideal-gas behavior across conditions.

• CompressibilityCompared with: Despite its name, this factor measures gas nonideality, not fractional volume response to pressure.

• Johannes Diderik van der WaalsRelated: It quantifies deviations from ideal behavior that his equation seeks to capture.

• Standard temperature and pressureRelated: It limits ideal-gas corrections when conditions make real-gas effects significant.

• Amagat's lawRelated: It quantifies departures from ideal behavior that can make component volumes nonadditive.

• Redlich–Kwong equation of stateRelated: It measures departures from ideal-gas behavior predicted by the equation.

• Virial expansionRelated: The virial series expresses this dimensionless departure from ideal behavior in density powers.

• Combined gas lawRelated: It quantifies when the simple pressure–volume–temperature relation needs correction.

• Theorem of Corresponding StatesRelated: Its similarity across fluids is a central prediction of corresponding states.