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The contact problem between two adjacent layers contains deformation compatibility of the contact surface.
Increasing the number of layers significantly decreases the stress gradient between two adjacent layers.
The compatibility of the displacements and the equilibrium of the transverse stresses between two adjacent layers are enforced a priori.
Hence, in the actual operation to construct the resistor circuit, the space between two adjacent layers is 0.8 cm instead of the theoretical interval of 1 cm, as shown in Fig. 5.
The kinetic equations follow from the coupling between chemical reactions at phase boundaries and partitioning of the diffusion flux between two adjacent layers.
It is observed that when there is a large difference in permeability between two adjacent layers, conventional grid systems do not accurately predict reservoir behaviors.
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The new models are used to predict the modal frequencies and damping of layered curved arch with perfect or imperfect bonding between any two adjacent layers.
This paper is devoted to modelling vibration of layered curved circular arch with perfect or imperfect bonding between any two adjacent layers.
The bond between any two adjacent layers is assumed either perfect or imperfect, which is uniformly described by a general spring-layer model.
The full layerwise plate theory is applied for approximating the displacement field of laminates and the interface elements are considered as a numerical layer between any two adjacent layers where the delamination is expected to propagate.
Scattering relations are also obtained by considering the continuity conditions at the interfaces between any two adjacent layers as well as the boundary conditions at the upper and lower surfaces.
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