A universality hypothesis relates the amplitude of the singular parts of the coherence length and the specific heat (or surface tension). For the spin-{} Ising model it is exact in two dimensions and numerically accurate to within 1% in three. It is consistent with measurements on the "Ising-like" systems CO₂, Xe, and β-brass and the "Heisenberg-like" systems RbMnF₃ and EuS to within experimental uncertainties ({~} 20%). It provides a sensitive and experimentally convenient indicator of symmetry ("universality") class.
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Stauffer et al. (1972) studied this question.
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