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However, some experimental investigations highlight a coupling between the mechanical fields and the water diffusion in polymer based materials.
In real heterogeneous materials, the simultaneous presence of instantaneous mechanisms (elasticity) and time dependent ones (non-linear viscoplasticity) leads to a complex space time coupling between the mechanical fields, difficult to represent in a simple and efficient way.
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Due to the coupling between the thermal and the mechanical fields, the stress state experienced by each silicon cell in a module varies from one position to another.
In the mechanical field, roughness is the surface profile of an object separated from its surrounding environment, which is the intersection transversal between the vertical plane and actual surface, as shown in Fig. 1(a).
Numerical results, which are presented and analyzed, illustrate the influences of the geometrical parameters and the initial stresses, as well as the coupling effects between the electro-mechanical fields, on the values of the total electro-mechanical potential energy and of the ERR.
The model captures the coupling between the magnetic and mechanical fields, including the effects of magnetic saturation.
The constitutive equations are constructed in the framework of the volumetric isochoric splitting of the free energy function, which is helpful both for a different treatment of the incompressible part in the FE equation and for a physical interpretation of the coupling effects between the chemical and mechanical fields.
In this work, we investigate the effect of nonlinear coupling between chemical and mechanical fields on the distribution of solute concentration and stress in a finite thin-film elastic electrode bonded to the surface of a thick chemically-inactive elastic substrate.
Therefore, the interactions between the mechanical and electric fields of the fibre/matrix system can be employed to monitor and control the fracture behaviour of active fibre composites.
In the second one, a full thermomechanical coupling exists such that there is a mutual interaction between the mechanical and thermal fields via the energy equations of the constituents.
Based on the kinematic constraint between the mechanical and diffusion fields, a unified constitutive equation incorporating the effects of both mechanical deformation and chemical swelling and a modified fluid balance equation relating the change rate of the volumetric deformation to the fluid diffusion are introduced.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com