Literature DB >> 20689096

Derivation of a finite-element model of lingual deformation during swallowing from the mechanics of mesoscale myofiber tracts obtained by MRI.

Srboljub M Mijailovich1, Boban Stojanovic, Milos Kojic, Alvin Liang, Van J Wedeen, Richard J Gilbert.   

Abstract

To demonstrate the relationship between lingual myoarchitecture and mechanics during swallowing, we performed a finite-element (FE) simulation of lingual deformation employing mesh aligned with the vector coordinates of myofiber tracts obtained by diffusion tensor imaging with tractography in humans. Material properties of individual elements were depicted in terms of Hill's three-component phenomenological model, assuming that the FE mesh was composed of anisotropic muscle and isotropic connective tissue. Moreover, the mechanical model accounted for elastic constraints by passive and active elements from the superior and inferior directions and the effect of out-of-plane muscles and connective tissue. Passive bolus effects were negligible. Myofiber tract activation was simulated over 500 ms in 1-ms steps following lingual tip association with the hard palate and incorporated specifically the accommodative and propulsive phases of the swallow. Examining the displacement field, active and passive muscle stress, elemental stretch, and strain rate relative to changes of global shape, we demonstrate that lingual reconfiguration during these swallow phases is characterized by (in sequence) the following: 1) lingual tip elevation and shortening in the anterior-posterior direction; 2) inferior displacement related to hyoglossus contraction at its inferior-most position; and 3) dominant clockwise rotation related to regional contraction of the genioglossus and contraction of the hyoglossus following anterior displacement. These simulations demonstrate that lingual deformation during the indicated phases of swallowing requires temporally patterned activation of intrinsic and extrinsic muscles and delineate a method to ascertain the mechanics of normal and pathological swallowing.

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Year:  2010        PMID: 20689096      PMCID: PMC2980378          DOI: 10.1152/japplphysiol.00493.2010

Source DB:  PubMed          Journal:  J Appl Physiol (1985)        ISSN: 0161-7567


  30 in total

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Authors:  V J Napadow; Q Chen; V J Wedeen; R J Gilbert
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Review 4.  Anatomical basis of lingual hydrostatic deformation.

Authors:  Richard J Gilbert; Vitaly J Napadow; Terry A Gaige; Van J Wedeen
Journal:  J Exp Biol       Date:  2007-12       Impact factor: 3.312

5.  Mechanical basis for lingual deformation during the propulsive phase of swallowing as determined by phase-contrast magnetic resonance imaging.

Authors:  Samuel M Felton; Terry A Gaige; Timothy G Reese; Van J Wedeen; Richard J Gilbert
Journal:  J Appl Physiol (1985)       Date:  2007-03-29

6.  Associating the mesoscale fiber organization of the tongue with local strain rate during swallowing.

Authors:  Samuel M Felton; Terry A Gaige; Thomas Benner; Ruopeng Wang; Timothy G Reese; Van J Wedeen; Richard J Gilbert
Journal:  J Biomech       Date:  2008-05-05       Impact factor: 2.712

7.  A model of the hydrostatic skeleton of the leech.

Authors:  B A Skierczynski; R J Wilson; W B Kristan; R Skalak
Journal:  J Theor Biol       Date:  1996-08-21       Impact factor: 2.691

8.  Morphology and function of the tongue and hyoid apparatus in Varanus (Varanidae, Lacertilia).

Authors:  K K Smith
Journal:  J Morphol       Date:  1986-03       Impact factor: 1.804

9.  Respiratory phase resetting and airflow changes induced by swallowing in humans.

Authors:  D Paydarfar; R J Gilbert; C S Poppel; P F Nassab
Journal:  J Physiol       Date:  1995-02-15       Impact factor: 5.182

10.  The variation in isometric tension with sarcomere length in vertebrate muscle fibres.

Authors:  A M Gordon; A F Huxley; F J Julian
Journal:  J Physiol       Date:  1966-05       Impact factor: 5.182

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  7 in total

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5.  Fibre and extracellular matrix contributions to passive forces in human skeletal muscles: An experimental based constitutive law for numerical modelling of the passive element in the classical Hill-type three element model.

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6.  Smeared Multiscale Finite Element Models for Mass Transport and Electrophysiology Coupled to Muscle Mechanics.

Authors:  Milos Kojic; Miljan Milosevic; Vladimir Simic; Bogdan Milicevic; Vladimir Geroski; Sara Nizzero; Arturas Ziemys; Nenad Filipovic; Mauro Ferrari
Journal:  Front Bioeng Biotechnol       Date:  2019-12-10

7.  Personalized biomechanical tongue models based on diffusion-weighted MRI and validated using optical tracking of range of motion.

Authors:  K D R Kappert; L Voskuilen; L E Smeele; A J M Balm; B Jasperse; A J Nederveen; F van der Heijden
Journal:  Biomech Model Mechanobiol       Date:  2021-03-07
  7 in total

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