R. Ghez, J.S. Lew
Journal of Crystal Growth
Using the mapping of d-dimensional time-dependent Ginzburg-Landau models in d dimensions onto associated (d+1)-dimensional static systems, we calculate the dynamic critical exponents in terms of static ones by using the Feynman graph expansion of critical exponents. Moreover, the dynamic-scaling hypothesis is traced back to anisotropic scaling in the associated (d+1)-dimensional model, yielding new exponent equalities. © 1985 The American Physical Society.
R. Ghez, J.S. Lew
Journal of Crystal Growth
Revanth Kodoru, Atanu Saha, et al.
arXiv
A. Krol, C.J. Sher, et al.
Surface Science
Douglass S. Kalika, David W. Giles, et al.
Journal of Rheology