Abstract
It is widely believed that cells, derived from different species or different cell lines, behave differently. However, this study reports that a variety of forms and migration modes in isolated epithelial cells of Madin–Darby Canine Kidney type were observed, although the cells were taken from the same cell line and the experimental conditions were kept constant. To understand the diverse formation processes in such cell behavior, a simple mathematical model, namely the particle-fiber model, was constructed. In this model, a single cell is assumed to be composed of a multiple of particles, interconnected by stress fibers. The particles mimic focal adhesion biding to a substrate. The stress fibers mimic a cytoskeleton, that plays an important role in maintaining the shape and the movement of the cell. Here, a growth process was introduced, which varied the size of the particles and the thickness of the fibers in dependence on the forces exerted on the particles. Simulation of the results showed that various cell shapes can be self-organized even if the parameters, which describe cell properties and their interactions with environment, were kept constant.







Similar content being viewed by others
Explore related subjects
Discover the latest articles, news and stories from top researchers in related subjects.References
Akiyama M, Sushida T, Ishida S, Haga H (2017) Mathematical model of collective cell migrations based on cell polarity. Dev Growth Differ 59(5):471–490
Burridge K, Guilluy C (2016) Focal adhesions, stress fibers and mechanical tension. Exp Cell Res 343(1):14–20
Ebata H, Yamamoto A, Tsuji Y, Sasaki S, Moriyama K, Kuboki T, Kidoaki S (2018) Persistent random deformation model of cells crawling on a gel surface. Sci Rep 8(1):5153
Goffin JM, Pittet P, Csucs G, Lussi JW, Meister JJ, Hinz B (2006) Focal adhesion size controls tension-dependent recruitment of alpha-smooth muscle actin to stress fibers. J Cell Biol 172(2):259–268
Hotulainen P, Lappalainen P (2006) Stress fibers are generated by two distinct actin assembly mechanisms in motile cells. J Cell Biol 173(3):383–394
Keener JP, Sneyd J (1998) Mathematical physiology. In: Interdisciplinary applied mathematics, vol 8
Keren K, Pincus Z, Allen GM, Barnhart EL, Marriott G, Mogilner A, Theriot JA (2008) Mechanism of shape determination in motile cells. Nature 453:475–480
Li L, Cox EC, Flyvbjerg H (2011) ’dicty dynamics’: dictyostelium motility as persistent random motion. Phys Biol 8(4):046,006
Livne A, Geiger B (2016) The inner workings of stress fibers from contractile machinery to focal adhesions and back. J Cell Sci 129(7):1293–1304
Nikolić DL, Boettiger AN, Bar-Sagi D, Carbeck JD, Shvartsman SY (2006) Role of boundary conditions in an experimental model of epithelial wound healing. Am J Physiol Cell Physiol 291(1):C68–75
Oakes PW, Beckham Y, Stricker J, Gardel ML (2012) Tension is required but not sufficient for focal adhesion maturation without a stress fiber template. J Cell Biol 196(3):363–374
Takamatsu A, Takaba E, Takizawa G (2009) Environment-dependent morphology in plasmodium of true slime mold Physarum polycephalum and a network growth model. J Theor Biol 256(1):29–44
Yamaguchi N, Mizutani T, Kawabata K, Haga H (2015) Leader cells regulate collective cell migration via rac activation in the downstream signaling of integrin beta 1 and PI3K. Sci Rep 5:7656
Author information
Authors and Affiliations
Corresponding author
Additional information
Publisher's Note
Springer Nature remains neutral with regard to jurisdictional claims in published maps and institutional affiliations.
This work was presented in part at the 3rd International Symposium on Swarm Behavior and Bio-Inspired Robotics (Okinawa, Japan, November 20–22, 2019).
About this article
Cite this article
Mise, S., Shibagaki, S., Nishikawa, S. et al. Diversity in self-organized forms and migration modes in isolated epithelial cells. Artif Life Robotics 25, 523–528 (2020). https://doi.org/10.1007/s10015-020-00640-4
Received:
Accepted:
Published:
Issue Date:
DOI: https://doi.org/10.1007/s10015-020-00640-4