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Microvessel Chaste: An Open Library for Spatial Modeling of Vascularized Tissues

Overview
Journal Biophys J
Publisher Cell Press
Specialty Biophysics
Date 2017 May 13
PMID 28494948
Citations 10
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Abstract

Spatial models of vascularized tissues are widely used in computational physiology. We introduce a software library for composing multiscale, multiphysics models for applications including tumor growth, angiogenesis, osteogenesis, coronary perfusion, and oxygen delivery. Composition of such models is time consuming, with many researchers writing custom software. Recent advances in imaging have produced detailed three-dimensional (3D) datasets of vascularized tissues at the scale of individual cells. To fully exploit such data there is an increasing need for software that allows user-friendly composition of efficient, 3D models of vascularized tissues, and comparison of predictions with in vivo or in vitro experiments and alternative computational formulations. Microvessel Chaste can be used to build simulations of vessel growth and adaptation in response to mechanical and chemical stimuli; intra- and extravascular transport of nutrients, growth factors and drugs; and cell proliferation in complex 3D geometries. In addition, it can be used to develop custom software for integrating modeling with experimental data processing workflows, facilitated by a comprehensive Python interface to solvers implemented in C++. This article links to two reproducible example problems, showing how the library can be used to build simulations of tumor growth and angiogenesis with realistic vessel networks.

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References
1.
Pries A, Secomb T, Gaehtgens P . Structural adaptation and stability of microvascular networks: theory and simulations. Am J Physiol. 1998; 275(2):H349-60. DOI: 10.1152/ajpheart.1998.275.2.H349. View

2.
Liu G, Qutub A, Vempati P, Mac Gabhann F, Popel A . Module-based multiscale simulation of angiogenesis in skeletal muscle. Theor Biol Med Model. 2011; 8:6. PMC: 3079676. DOI: 10.1186/1742-4682-8-6. View

3.
Owen M, Stamper I, Muthana M, Richardson G, Dobson J, Lewis C . Mathematical modeling predicts synergistic antitumor effects of combining a macrophage-based, hypoxia-targeted gene therapy with chemotherapy. Cancer Res. 2011; 71(8):2826-37. PMC: 3527892. DOI: 10.1158/0008-5472.CAN-10-2834. View

4.
Sutterlin T, Kolb C, Dickhaus H, Jager D, Grabe N . Bridging the scales: semantic integration of quantitative SBML in graphical multi-cellular models and simulations with EPISIM and COPASI. Bioinformatics. 2012; 29(2):223-9. DOI: 10.1093/bioinformatics/bts659. View

5.
Swat M, Thomas G, Belmonte J, Shirinifard A, Hmeljak D, Glazier J . Multi-scale modeling of tissues using CompuCell3D. Methods Cell Biol. 2012; 110:325-66. PMC: 3612985. DOI: 10.1016/B978-0-12-388403-9.00013-8. View