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A model of adhesion is required to estimate the adhesive force between the particles and the surface, and in this work we use the JKR theory.
Non-slipping adhesive contact between mismatched elastic spheres: a model of adhesion mediated deformation sensor.
Based on the adhesive stress description of the Maugis-Dugdale model of adhesion, which is credible over a broad range of engineering applications, an extended Conjugate Gradient Method (CGM) has been developed for adhesive contact problems.
When applied in a rabbit sidewall defect-bowel abrasion model of adhesion formation, CMDX CMC greatly reduced the formation of adhesions while CMDX DX worsened them.
The only variable in this model of adhesion formation thus was the duration of the pneumoperitoneum and the type and humidification of the gas used.
The Ward and Hammer model of adhesion growth shows that as a focal adhesion is put under tension from actin stress fibres, the plaque will elongate in an anisotropic manner [23,28,29].
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The macro-model of adhesion has been implemented in a multi-body dynamics environment based on Open Dynamics Engine (ODE) to simulate a spider-inspired robot.
In this paper a macro-model of adhesion suitable for real-time applications is presented; it relies on a continuous representation of adhesion.
As we conclude we review efforts to develop predictive models of adhesion that can be used to interpret experiments and guide future efforts to control and direct the process of tissue self-assembly during development.
This includes metastatic tumours showing reduced membranous staining as compared to localised tumours, which might be predicted by canonical models of adhesion, invasion and proteolytic degradation.
Computed models of adhesion molecule dynamics predict synergistic roles for selectins and integrins with transition between rolling and firm adhesion dependent on the binding affinities and relative concentrations of receptor-ligand interactions [56,57].
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