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Recent studies investigating the response of self-mated (Gemini) hydrogels to a wide range of sliding speeds under constant load conditions revealed transitions in friction behavior that may be associated with polymer relaxation time and contact time for a surface mesh during sliding (mesh size divided by the sliding speed).
The values of the solution on the two floating potentials and the computational times are given in Table 4 for a surface mesh of 32,939 global nodes.
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Some examples are considered in order to illustrate the method's ability to generate a surface mesh for a complicated CAD model.
From the anatomical images we reconstructed, inflated and flattened [23], [24] the grey-white matter boundary as a surface mesh for each cortical hemisphere using FreeSurfer (http://surfer.nmr.mgh.harvard.edu/fswiki).edu/fswiki
a Surface mesh of streamlined head.
A strategy for deriving a dynamic surface mesh is finally proposed for applications such as Finite Element/Volume computations with body-fitted volume grids in domains with deforming boundaries.
We introduce an over-sketching interface for feature-preserving surface mesh editing.
In this contribution a global and linear method for controlling the surface mesh quality during node-based shape optimization is presented.
In this paper, we introduce a novel method for moving surface meshes, called the face offsetting method, based on a generalized Huygens' principle.
QuadriFlow is a scalable algorithm for generating quadrilateral surface meshes based on the Instant Field-Aligned Meshes of Jakob et al. (ACM Trans. Graph. 34 6):189, 2015).
For a surface Γ ℓ with a mesh consisting of nodes { N ℓ, k, k = 1... n Γ ℓ } and basis functions { ϕ ℓ, k, k = 1... n Γ ℓ } the component matrices ASL ll ′,ADL ll ′ are given by surface integrals from which K ℓℓ ′ are constructed by linear combination [ 38, 39].
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com