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Displaying similar documents to “Landau-Ginzburg models in real mirror symmetry”

Role of Dispersion Attraction in Differential Geometry Based Nonpolar Solvation Models

Zhan Chen (2015)

Molecular Based Mathematical Biology

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Differential geometry (DG) based solvation models have shown their great success in solvation analysis by avoiding the use of ad hoc surface definitions, coupling the polar and nonpolar free energies, and generating solvent-solute boundary in a physically self-consistent fashion. Parameter optimization is a key factor for their accuracy, predictive ability of solvation free energies, and other applications. Recently, a series of efforts have been made to improve the parameterization...

On the possibilities of computational modelling of interaction of a structure with subsoil

Jedlička, Michal, Němec, Ivan, Vala, Jiří

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The following possibilities of reduction of dimension in the computational analysis of strain and stresses transferred to the subsoil massive are available: i) coming from the effective subsoil model by Kolář & Němec (1989), based on the assumptions of the Pasternak's model (1954), where the pair of material parameters of a surface model is evaluated from the energy equivalence, ii) reducing a large sparse matrix of soil massive stiffness to a smaller one, using Schur's complement...