3 citations · 7 across the 3 of their papers we have counts for
5 papers
Surface tension and Laplace pressure in triangulated surface models for membranes without fixed boundary
Hiroshi Koibuchi, Andrey Shobukhov, Hideo Sekino
A Monte Carlo (MC) study is performed to evaluate the surface tension of spherical membranes that may be regarded as the models of the lipid layers. We use the canonical surfac…
Internal phase transition induced by external forces in Finsler geometric model for membranes
Hiroshi Koibuchi, Andrey Shobukhov
We numerically study an anisotropic shape transformation of membranes under external forces for two-dimensional triangulated surfaces on the basis of Finsler geometry. The Finsler…
Branched-polymer to inflated transition of self-avoiding fluid surfaces
Hiroshi Koibuchi, Andrey Shobukhov
We study phase transition of self-avoiding fluid surface model on dynamically triangulated lattices using the Monte Carlo simulation technique. We report the continuous transition…
Monte Carlo simulations of Landau-Ginzburg model for membranes
Hiroshi Koibuchi, Andrey Shobukhov
The Landau-Ginzburg (LG) model for membranes is numerically studied on triangulated spheres in . The LG model is in sharp contrast to the model of Helfrich-Polyakov (HP)…
Crumpled-to-tubule transition and shape transformations of a model of self-avoiding spherical meshwork
Hiroshi Koibuchi, Andrey Shobukhov
This paper analyzes a new self-avoiding (SA) meshwork model using the canonical Monte Carlo simulation technique on lattices that consist of connection-fixed triangles. The Hamilto…