4.3 Article

Constrained Mixture Models of Soft Tissue Growth and Remodeling - Twenty Years After

Journal

JOURNAL OF ELASTICITY
Volume 145, Issue 1-2, Pages 49-75

Publisher

SPRINGER
DOI: 10.1007/s10659-020-09809-1

Keywords

Homeostasis; Mechanobiology; Artery; Vein; Tissue engineering; Thrombus

Funding

  1. US National Science Foundation [BES-0084644]
  2. US National Institutes of Health [R01 HL054957, R01 HL064372, R01 HL080415, R01 HL086418, R01 HL105297, U01 HL116323, R01 HL128602, P01 HL134605, R01 HL139796, U01 HL142518, R01 HL146723]

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The paper discusses the complexity of soft biological tissues and the interactions between different cell types, studying tissue growth and remodeling models through simulations of various vascular conditions. It also highlights the concept of mechanical homeostasis, as well as the role of solid-fluid interactions, inflammation, and cell signaling in the development of soft tissues.
Soft biological tissues compromise diverse cell types and extracellular matrix constituents, each of which can possess individual natural configurations, material properties, and rates of turnover. For this reason, mixture-based models of growth (changes in mass) and remodeling (change in microstructure) are well-suited for studying tissue adaptations, disease progression, and responses to injury or clinical intervention. Such approaches also can be used to design improved tissue engineered constructs to repair, replace, or regenerate tissues. Focusing on blood vessels as archetypes of soft tissues, this paper reviews a constrained mixture theory introduced twenty years ago and explores its usage since by contrasting simulations of diverse vascular conditions. The discussion is framed within the concept of mechanical homeostasis, with consideration of solid-fluid interactions, inflammation, and cell signaling highlighting both past accomplishments and future opportunities as we seek to understand better the evolving composition, geometry, and material behaviors of soft tissues under complex conditions.

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