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The model studies the influence of hepatocyte–sinusoid alignment (HSA), i.e. the orientation of the division plane such that daughter hepatocytes align with nearby sinusoids, on the shape of tumor nodules in liver lobules. It employs the structure of the model ‘Liver Regeneration from CCl4’ (https://seek.lisym.org/models/19).
Originally, Höhme et al. (https://doi.org/10.1007/s11538-017-0375-1) employed a center-based model. Here, the model is encoded in the standardized language MorpheusML. ...
Creators: Diego Jahn, Michael Kücken, Lutz Brusch
Submitter: Diego Jahn
Model type: Agent based modelling
Model format: MorpheusML
Environment: Morpheus
In the experimental paradigm of CCl4 intoxication of mice, hepatocytes around the central vein (located in the center of an idealized hexagonal liver lobule) are dying and are subsequently replaced by new hepatocytes, largely through activation of proliferation in the remaining hepatocytes.
Alignment of daughter hepatocytes along the orientation of the closest sinusoid, a process which is named hepatocyte-sinusoid alignment (HSA), was proposed by Höhme et al. (https://doi.org/10.1073/pnas.0909374107) ...
Creators: Diego Jahn, Michael Kücken, Lutz Brusch
Submitter: Diego Jahn
Model type: Agent based modelling
Model format: MorpheusML
Environment: Morpheus
Model for the interaction of Wnt and Hh as published in Kolbe et al.: Mutual Zonated Interactions of Wnt and Hh Signaling Are Orchestrating the Metabolism of the Adult Liver in Mice and Human, Cell Reports, 29,4553,
Creators: Michael Kücken, Lutz Brusch
Submitters: Lutz Brusch, Michael Kücken
Model type: Partial differential equations (PDE)
Model format: MorpheusML
Environment: Morpheus
Code for the bile flow model in Segovia-Miranda et al.: Three-dimensional spatially resolved geometrical and functional models of human liver tissue reveal new aspects of NAFLD progression (https://www.nature.com/articles/s41591-019-0660-7)
See the README file in the link for details installing and running the code.
Creators: Michael Kücken, Lutz Brusch
Submitter: Michael Kücken
Model type: Ordinary differential equations (ODE)
Model format: Not specified
Environment: Not specified