A modified form for the surface-height-fluctuation correlation function of rough surfaces, g_γ(R){∝}Fₐ₀/ξ^R/ξ{x}2H$ (${e}^{{{-}}x}/x)dx, is investigated which depicts behavior related to self-affine fractals for 0H1, and for H→0 with{a}₀Rξ reveals logarithmic behavior{g}_{{γ}}(R)∝ln(R/{a}₀$).
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G. Palasantzas (1994) studied this question.
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