z-logo
Premium
Current applications of mathematical models of the interstitial cells of Cajal in the gastrointestinal tract
Author(s) -
Mah Sue Ann,
Avci Recep,
Cheng Leo K,
Du Peng
Publication year - 2020
Publication title -
wires mechanisms of disease
Language(s) - English
Resource type - Journals
ISSN - 2692-9368
DOI - 10.1002/wsbm.1507
Subject(s) - interstitial cell of cajal , neuroscience , mechanism (biology) , motility , gastrointestinal tract , peristalsis , biology , computer science , pathology , medicine , anatomy , microbiology and biotechnology , physics , immunohistochemistry , quantum mechanics
The interstitial cells of Cajal (ICC) form interconnected networks throughout the gastrointestinal (GI) tract. ICC act as the pacemaker cells that initiate the rhythmic bioelectrical slow waves and intermediary between the GI musculature and nerves, both of which are critical to GI motility. Disruptions to the number of ICC and the integrity of ICC networks have been identified as a key pathophysiological mechanism in a number of clinically challenging GI disorders. The current analyses of ICC generally rely on either functional recordings taken directly from excised tissue or morphological analysis based on images of labeled ICC, where the structural‐functional relationship is investigated in an associative manner rather than mechanistically. On the other hand, computational physiology has played a significant role in facilitating our understanding of a number of physiological systems in both health and disease, and investigations in the GI field are beginning to incorporate several mathematical models of the ICC. The main aim of this review is to present the major modeling advances in GI electrophysiology, in order to introduce a multi‐scale framework for mathematically quantifying the functional consequences of ICC degradation at both cellular and tissue scales. The outcomes will inform future investigators utilizing modeling techniques in their studies. This article is categorized under: Metabolic Diseases > Computational Models

This content is not available in your region!

Continue researching here.

Having issues? You can contact us here