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It is considered most efficient in resolving the loss of solution regularity at material interfaces with large contrast.
Simulating surface tension effects in compressible flow requires robust numerical methods that can handle discontinuities caused by both shocks and material interfaces with high density ratios.
In this work, we comprehensively study the copper alloy/carbon fiber composite material interfaces, with and without interphases, in terms of microstructural and chemical properties at the micro- and nanometric scales.
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The discretization couples a Lagrangian representation of the material interface with Eulerian representations of the fluid velocity and pressure.
We present a second-order accurate method for computing the coupled motion of a viscous fluid and an elastic material interface with zero thickness.
Typical bi-material interfaces with different levels of morphological complexity are described in 2D and 3D using both periodic (sinusoidal) and Fourier functions.
Current density or field strength "hot spots", which are located particularly at sites of high curvature and material interfaces coincided with corrosion and erosion at poles and insulation, respectively, as shown by scanning electron microscopy of stainless steel electrodes.
The FRP-to-parent material interfaces are modelled with a rigid-linear softening bond slip law.
Code logic becomes exceedingly complex, however, if the boundaries of the fluid domain are material interfaces whose orientations with respect to the Eulerian grid evolve during the calculation.
In this study, an overview of the existing methods to predict convective heat and mass transfer at air porous material interfaces is given, with a specific focus on conjugate modelling.
Green's functions for Poisson's equation in inhomogeneous media with material interfaces have many practical applications.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com