Аннотация
Endothelial cells are responsible for the formation of the capillary
blood vessel network. By means of explicit molecular dynamics
simulations, we analyze a system of endothelial cells whose motion is
governed by the gradient of the concentration of a chemical substance,
which the cells themselves produce (chemotaxis). The characteristic
time of degradation of the substance introduces a characteristic
length in the system. We show that cells organize into filaments with
characteristic lengths, before collapsing all together. We refine our
simulation by introducing a hard core repulsive force between cells
and a force mimicking the peculiarity of endothelial cells to preserve
the direction of their motion (persistence). We find an agreement
with the experiments, as well as with continuum calculations based on
the solution of fluid dynamics equations and present in the
literature. With respect to the latter methods, our method is more
intuitive and easier to implement.
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