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Results will be presented for interface shear behaviour, including stress strain curves, vertical deformation and shear strength parameters.
A second-order volume-of-fluid method (VOF) is presented for interface tracking and sharp interface treatment on general structured grids.
Analytical solutions of these eigenequations are presented for interface cracks with any combination of homogeneous boundary conditions along the interface crack faces, and also for a special case of a crack perpendicular to a bi-material interface.
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A new analysis of the node wavelength is presented for this interface configuration.
A computational approach is presented for steady Dupuit interface flow where the aquifer extends below the sea.
Second-order accurate elliptic solvers using Cartesian grids are presented for three-dimensional interface problems in which the coefficients, the source term, the solution and its normal flux may be discontinuous across an interface.
Next, the extension of the two variants of the GSM, to two-dimensional settings, is presented for two idealized interface conditions, namely the no-slip condition, and the perfect-slip conditions.
Numerical results are presented for a translating-interface test case and a shock/interface collision test case.
Numerical procedures are presented for tracking the moving interface between the solid and the fluid in laminar flow.
Results obtained with this cell are presented for the polarizable (blocking) interface between a mercury electrode and an electrolyte consisting of oxymethylene-linked poly(oxyethylene) containing LiClO4.
In this paper, a coordinated harmonic compensation and voltage support scheme is presented for distributed generations' (DGs') interface inverters in a resistive grid-connected microgrid.
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