1979
DOI: 10.1103/physrevlett.43.592
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Critical Phenomena in Fluid Films: Critical-Temperature-Shift, Crossover-Temperature, and Coexistence-Curve-Amplitude Exponents, and a Fluid-Boundary Interaction

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Cited by 32 publications
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“…86 We also point out that the Keddie et al 7 have proposed an alternative empirical relation for the shift in T g due to confinement. Their relation apparently draws on the phenomenology of transition shifts in second-order phase transitions rather than melting, which is a first-order transition, and correspondingly they argue for a shift involving the ratio (a/h) δ where the exponent δ is close to 2 (δ = 2 in mean field theory, but fluctuations make δ smaller in this type of transition 75,89,90 ). We can also fit our data to this form, but Eq.…”
Section: Gibbs-thomson Model For Finite-size Dependence Of T Gmentioning
confidence: 99%
“…86 We also point out that the Keddie et al 7 have proposed an alternative empirical relation for the shift in T g due to confinement. Their relation apparently draws on the phenomenology of transition shifts in second-order phase transitions rather than melting, which is a first-order transition, and correspondingly they argue for a shift involving the ratio (a/h) δ where the exponent δ is close to 2 (δ = 2 in mean field theory, but fluctuations make δ smaller in this type of transition 75,89,90 ). We can also fit our data to this form, but Eq.…”
Section: Gibbs-thomson Model For Finite-size Dependence Of T Gmentioning
confidence: 99%