Author
Listed:
- Lowell T. Edgar
- Scott C. Sibole
- Clayton J. Underwood
- James E. Guilkey
- Jeffrey A. Weiss
Abstract
Recent interest in the process of vascularisation within the biomedical community has motivated numerous new research efforts focusing on the process of angiogenesis. Although the role of chemical factors during angiogenesis has been well documented, the role of mechanical factors, such as the interaction between angiogenic vessels and the extracellular matrix, remains poorly understood. In vitro methods for studying angiogenesis exist; however, measurements available using such techniques often suffer from limited spatial and temporal resolutions. For this reason, computational models have been extensively employed to investigate various aspects of angiogenesis. This paper outlines the formulation and validation of a simple and robust computational model developed to accurately simulate angiogenesis based on length, branching and orientation morphometrics collected from vascularised tissue constructs. Microvessels were represented as a series of connected line segments. The morphology of the vessels was determined by a linear combination of the collagen fibre orientation, the vessel density gradient and a random walk component. Excellent agreement was observed between computational and experimental morphometric data over time. Computational predictions of microvessel orientation within an anisotropic matrix correlated well with experimental data. The accuracy of this modelling approach makes it a valuable platform for investigating the role of mechanical interactions during angiogenesis.
Suggested Citation
Lowell T. Edgar & Scott C. Sibole & Clayton J. Underwood & James E. Guilkey & Jeffrey A. Weiss, 2013.
"A computational model of angiogenesis based on extracellular matrix fibre orientation,"
Computer Methods in Biomechanics and Biomedical Engineering, Taylor & Francis Journals, vol. 16(7), pages 790-801, July.
Handle:
RePEc:taf:gcmbxx:v:16:y:2013:i:7:p:790-801
DOI: 10.1080/10255842.2012.662678
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