Literature DB >> 22547900

Spatial Stress and Strain Distributions of Viscoelastic Layers in Oscillatory Shear.

Brandon S Lindley1, M Gregory Forest, Breannan D Smith, Sorin M Mitran, David B Hill.   

Abstract

One of the standard experimental probes of a viscoelastic material is to measure the response of a layer trapped between parallel surfaces, imposing either periodic stress or strain at one boundary and measuring the other. The relative phase between stress and strain yields solid-like and liquid-like properties, called the storage and loss moduli, respectively, which are then captured over a range of imposed frequencies. Rarely are the full spatial distributions of shear and normal stresses considered, primarily because they cannot be measured except at boundaries and the information was not deemed of particular interest in theoretical studies. Likewise, strain distributions throughout the layer were traditionally ignored except in a classical protocol of Ferry, Adler and Sawyer, based on snapshots of standing shear waves. Recent investigations of thin lung mucus layers exposed to oscillatory stress (breathing) and strain (coordinated cilia), however, suggest that the wide range of healthy conditions and environmental or disease assaults lead to conditions that are quite disparate from the "surface loading" and "gap loading" conditions that characterize classical rheometers. In this article, we extend our previous linear and nonlinear models of boundary stresses in controlled oscillatory strain to the entire layer. To illustrate non-intuitive heterogeneous responses, we characterize experimental conditions and material parameter ranges where the maximum stresses migrate into the channel interior.

Entities:  

Year:  2010        PMID: 22547900      PMCID: PMC3338131          DOI: 10.1016/j.matcom.2010.07.031

Source DB:  PubMed          Journal:  Math Comput Simul        ISSN: 0378-4754            Impact factor:   2.463


  2 in total

1.  Normal and cystic fibrosis airway surface liquid homeostasis. The effects of phasic shear stress and viral infections.

Authors:  Robert Tarran; Brian Button; Maryse Picher; Anthony M Paradiso; Carla M Ribeiro; Eduardo R Lazarowski; Liqun Zhang; Peter L Collins; Raymond J Pickles; Jeffrey J Fredberg; Richard C Boucher
Journal:  J Biol Chem       Date:  2005-08-08       Impact factor: 5.157

2.  Extensions of the Ferry shear wave model for active linear and nonlinear microrheology.

Authors:  Sorin M Mitran; M Gregory Forest; Lingxing Yao; Brandon Lindley; David B Hill
Journal:  J Nonnewton Fluid Mech       Date:  2008-10-01       Impact factor: 2.670

  2 in total
  1 in total

1.  Stokes layers in oscillatory flows of viscoelastic fluids.

Authors:  Jordi Ortín
Journal:  Philos Trans A Math Phys Eng Sci       Date:  2020-06-08       Impact factor: 4.226

  1 in total

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