3D contour maps of the mean curvature of a sinusoidal membrane network (left) and a MD model of the red blood cell membrane (right). Refer to sections 3.1 and 3.3 of Fraternali et al., JOURNAL OF COMPUTATIONAL PHYSICS, 231, 528-540, 2012.
Release notes for biocurvature
Developers:
main code: Fernando Fraternali(*)
graphics: Fernando Fraternali and Vincenzo Ciancia
The “biocurvature” code performs the Local Maximum-Entropy (LME) regularization of a fluctuating
membrane network, estimating the curvatures and in-plane strains of the mean shape of such a
membrane.
The adopted LME scheme is fully described in the following reference:
Fraternali, F., Lorenz, C.D., Marcelli, G. On the estimation of the curvatures and bending rigidity of
membrane networks via a local maximum-entropy approach. JOURNAL OF COMPUTATIONAL PHYSICS, 231, 528-540,
2012. ISSN: 0021-9991. DOI:10.1016/j.jcp.2011.09.017.
The compressed file biocurvature_0112.rar includes the following subfolders:
main: providing a read_me file; the executable biocurvature_01112.exe for
windows; the associated Matlab plotting code biocurvature_plot_0112.m; the Matlab library MyCrustOpen
(needed for plotting purposes); and the current release notes;
examples: providing input/output files for the illustrative examples described
in sections 3.1 (sinusoidal membrane) and 3.3 (red blood cell membrane) of Fraternali et al., JCOMP
2011;
papers: providing some reference papers about the LME regularization scheme;
the given demonstrative examples and related topics (limiting elastic energies and elastic coefficients
of fluctuating membrane networks).
Animated example
Area stretching fluctuations of a molecular dynamics model of the red blood cell membrane
(bibliographic reference)