Solves the van der Waals equation,
(P + a n² ⁄ V²)
(V − n b) = n R T,
relating pressure, volume, temperature, and number of moles,
P (atm), V (L), T (K), and n.
The computation assumes that two of the three variables
are given, and solves for the other. (Notice that, in the case of finding
V from P and T, a
cubic
has to be solved.) The basis data are for chlorine (Cl2).
A 3-D graph is shown of the selected dependent variable
as a function of the other two, these varying
between the extremes given.
Other suggested data: P; 4 298; 3, 5, 290, 310; (...).
Result, vdW 28.2, ideal 43.1 atm. |
• Van der Waals equation of state (HyperPhysics,
Georgia State Univ.).
• 10.9: Real gases: deviations from ideal behavior,
with (search) 'constants for some common gases' (Chemistry LibreTexts).
• V. d. Waals constants for real gases (Tom Stretton).
• Van der Waals law calculator (WebQC.org).
• Berberan-Santos, Mário, The van der Waals equation: analytical and approximate
solutions.pdf (DEQ, IST, Univ. of Lisbon).
• Wikipedia: Cubic equation
(old page)
• 1775-01-20: Ampère, André-Marie (1836-06-10) |