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An explicit, practical procedure is suggested for transforming from the laboratory variables density ( ρ ) and temperature ( T ) into the parametric variables r and θ , which occur in various scaled representations of equations of state and of transport properties of fluids near critical points. A reasonably efficient and versatile computer program illustrating this procedure is provided. With this program, the parametric equations of state which occur in several formulations of simple, extended, and/or revised scaling are as easy to use as any other equation of state for which T and ρ are the independent variables.

Implementation of scaling and extended scaling equations of state for the critical point of fluids