Linked from

The 15 pages that link to Virial expansion, each with the reason it gives.

• Equation of stateRelated: Its coefficients encode departures from ideality through molecular interactions.

• Ideal gas lawCompared with: It extends ideal behavior with systematic corrections at increasing gas density.

• Boyle's lawRelated: Its corrections quantify how real gases depart from Boyle's constant pressure–volume product.

• Van der Waals equationCompared with: Unlike the Van der Waals form, it can incorporate successive corrections through virial coefficients.

• Real gasRelated: Its coefficients encode molecular interactions underlying nonideal behavior.

• Isothermal processRelated: It corrects ideal-gas predictions for isothermal pressure–volume measurements.

• Compressibility factorRelated: Its density expansion expresses Z through virial coefficients.

• Gas lawsCompared with: Offers a systematic alternative to the ideal gas equation for nonideal gases.

• Johannes Diderik van der WaalsRelated: It offers a broader framework for expressing corrections to ideal-gas behavior.

• Gibbs paradoxRelated: It extends ideal-gas reasoning to interacting gases, where mixing entropy also depends on molecular interactions.

• Amagat's lawRelated: Its mixture corrections help assess errors in Amagat-based volume estimates.

• Redlich–Kwong equation of stateCompared with: Virial models offer an alternative, often useful at low densities where cubic equations may be less accurate.

• Gladstone–Dale relationRelated: Nonideal density effects can complicate a simple linear refractive-index relation.

• Internal pressureRelated: Its interaction-dependent corrections can be used to infer internal-pressure behavior.

• Theorem of Corresponding StatesRelated: Its substance-dependent coefficients show why exact universal behavior is not expected.