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Renormalization group analysi

Table 1. The extrapolated values of the dimensionless ratios oG, ys and yG by Monte Carlo calculations. The values in brackets are data by Renormalization Group analysis... Table 1. The extrapolated values of the dimensionless ratios oG, ys and yG by Monte Carlo calculations. The values in brackets are data by Renormalization Group analysis...
Yakhot A, Orszag S (1986) Renormalization Group Analysis of Turbulence I. Basic Theory. J Sci Comput 1(1) 3-51... [Pg.756]

Smith, L. M. and Woodruff, L., Renormalization-group analysis of turbulence, Annual Rev. Fluid Mech., Vol. 30,1988. [Pg.369]

As a consequence, the chains can be considered as being rescaled into chains of blobs [2] of size each of these blobs containing only monomers of the considered chains, and no monomers of other chains being present inside such a blob. As a consequence, in the limit 4> - 0 the mixture becomes compatible A renormalization group analysis [238, 239] shows that the effective renormalized Flory-Huggins parameter vanishes as... [Pg.225]

A renormalization group analysis [238, 239] shows that the effective renormalized Flory-Huggins parameter vanishes as... [Pg.225]

Yakhot, V. and Orszag, S. A. 1986. Renormalization group analysis of turbulence I. Basic theory. J. Sci. Comput. 1 1-51. [Pg.69]

Many important properties, such as critical dimensionality and critical exponents describing the divergence of correlation length and other quantities can thus be obtained from renormalization group analysis. It is worth noting that for X well below X only the quadratic terms of the potential contribute to the asymptotic properties of P, which reduces therefore to a multigaussian distribution in accordance with the central limit theorem [13]. There exists,however,a (frequently very narrow) vicinity of X ... [Pg.186]

L. Schafer and Ch. Kappeler, "A Renormalization Group Analysis of Ternary Polymer Solutions," J. Phvs. (Paris). 46, 1853-1864 (1985). [Pg.237]

G. D. J. Phillies. Derivation of the universal scaling equation of the hydrodynamic scaling model via renormalization group analysis. Macromolecules, 31 (1998), 2317-2327. [Pg.9]

Le Doussal, P., Monthus, C. and Fisher, D. S. (1999). Random Walkers in Onedimensional Random Environments Exact Renormalization Group Analysis, Phys. Rev. E 59 (1999), pp. 4795-4840. [Pg.238]


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See also in sourсe #XX -- [ Pg.2 , Pg.2 , Pg.131 , Pg.142 ]




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