Effect of the morphology of patterns on the scaling functions: Off-critical quenches
Toral; Chakrabarti; Gunton
Physical Review. B Condensed Matter 39(1): 901-904
1989
ISSN/ISBN: 0163-1829
PMID: 9947262
DOI: 10.1103/physrevb.39.901
Accession: 045893213
PDF emailed within 0-6 h: $19.90
Related References
Toral, R. 1989: Effect of morphology of patterns on the scaling functions: off-critical quenches Physical Review. B, Condensed Matter 39(1): 901-904Chakrabarti; Toral; Gunton 1993: Late-stage coarsening for off-critical quenches: Scaling functions and the growth law Physical Review. E Statistical Physics Plasmas Fluids and Related Interdisciplinary Topics 47(5): 3025-3038
Mazenko; Valls; Zhang 1985: Kinetics of first-order phase transitions: Monte Carlo simulations, renormalization-group methods, and scaling for critical quenches Physical Review. B Condensed Matter 31(7): 4453-4464
Farrell; Valls 1991: Growth kinetics and domain morphology after off-critical quenches in a two-dimensional fluid model Physical Review. B Condensed Matter 43(1): 630-640
Brezin, E.; Halpinhealy, T. 1987: Scaling functions for 3d critical wetting Journal de Physique (Paris) 48(5): 757-761
Sharma, S.; Dutta, A. 2015: One- and two-dimensional quantum models: Quenches and the scaling of irreversible entropy Physical Review. e Statistical Nonlinear and Soft Matter Physics 92(2): 022108
Hu; Lin; Chen 1995: Universal scaling functions in critical phenomena Physical Review Letters 75(2): 193-196
Gompper, G. 1984: Scaling functions for critical surface scattering Zeitschrift für Physik. B, Condensed Matter 56(3): 217-227
Das, S.R.; Galante, D.án.A.; Myers, R.C. 2014: Universal scaling in fast quantum quenches in conformal field theories Physical Review Letters 112(17): 171601
Dengler, R.; Iro, H.; Schwabl, F. 1985: Dynamical scaling functions for relaxational critical dynamics Physics Letters. a 111(3): 121-124
Holtmann, S.; Schulze, T. 2003: Critical behavior and scaling functions of the three-dimensional O(6) model Physical Review. E Statistical Nonlinear and Soft Matter Physics 68(3 Part 2): 036111
Fratzl; Lebowitz; Penrose; Amar 1991: Scaling functions, self-similarity, and the morphology of phase-separating systems Physical Review. B Condensed Matter 44(10): 4794-4811
Westwanski, B.; Fugiel, B. 1991: Susceptibility scaling functions for Landau critical and tricritical points Ferroelectrics 120: 281-291
Tesanovic; Andreev 1994: Thermodynamic scaling functions in the critical region of type-Ii superconductors Physical Review. B Condensed Matter 49(6): 4064-4075
Carpenter; Cho; Law 2000: Ellipsometric determination of universal critical adsorption scaling functions Physical Review. E Statistical Physics Plasmas Fluids and Related Interdisciplinary Topics 61(1): 532-541
Da Costa, R.A.; Dorogovtsev, S.N.; Goltsev, A.V.; Mendes, J.F.F. 2014: Solution of the explosive percolation quest: scaling functions and critical exponents Physical Review. e Statistical Nonlinear and Soft Matter Physics 90(2): 022145
Kobayashi, T.; Mori, N.; Hata, H.; Horita, T.; Yoshida, T.; Mori, H. 1989: Critical scaling laws of dynamic structure functions for type I intermittent chaos Progress of Theoretical Physics 82(1): 1-6
Kremer, K. 1985: Critical exponents and scaling functions of a self-avoiding walk interacting with a defect plane The Journal of Chemical Physics 83(11): 5882-5887
Palchykov, V.; von Ferber, C.; Folk, R.; Holovatch, Y.; Kenna, R. 2010: Critical phenomena on scale-free networks: logarithmic corrections and scaling functions Physical Review. E Statistical Nonlinear and Soft Matter Physics 82(1 Pt 1): 011145
Brown, M.D.; Law, B.M.; Satija, S.; Hamilton, W.A.; Watkins, E.; Cho, J.-H.J.; Majewski, J. 2007: Comparison of critical adsorption scaling functions obtained from neutron reflectometry and ellipsometry Journal of Chemical Physics 126(20): 204704