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We use the mean crossover functions [Garrabos and Bervillier, Phys Rev. E 74,021113 (2006)] estimated from the bounded results of the MassiveRenormalization scheme applied to the $\Phi_{d}^{4}(n)$ model in threedimensions ($d=3$) and scalar order parameter ($n=1$) [Bagnuls and Bervillier,Phys. Rev. E 65, 066132 (2002)], to represent the singular behavior of theisothermal compressibility of xenon along the critical isochore in thehomogeneous preasymptotic domain. The validity range and the Ising nature ofthe crossover description are discussed in terms of a single scale factor whosevalue can be analytically estimated beyond the Ising-like preasymptotic domain.

Analytic application of the mean crossover function to the description of the isothermal compressibility of xenon