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Moreover, from an economical perspective, subscription rates to city-wide meshes, such as in San Francisco, are dismal.
Our algorithm uses only topology-aware local operations, which allows us to process difficult input meshes such as self-intersecting ones.
This difficulty is particularly profound for high order methods, for multi-material flows and for problems with moving meshes, such as the Lagrangian methods.
The identification of C1 continuities is important in many applications involving point clouds or triangular meshes, such as surface segmentation, inspection and rendering.
The drug release speed and duration were controlled by designing morphological features of the electrospun meshes such as the fiber diameter and mesh thickness.
The geometric property of polyhedral meshes such as its unstructured nature and the connectivity of faces between elements makes them specially attractive for topology optimization applications.
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There are no geometric constraints on the mesh such as angle acuteness.
This method gives a stress state at a weld toe with a relatively coarse mesh, such as up to 2t (t=plate thickness) or irregular mesh shapes.
A measure for assessing the quality of a 3D mesh is necessary in order to determine whether an operation on the mesh, such as watermarking or compression, affects the perceived quality.
Furthermore, certain operations on the input 3D mesh, such as simplification, reduce the number of vertices; and this makes it necessary to handle topographical changes in the input mesh.
The limitation of the developed methodologies to be applied directly to positive displacement machines with more complex meshing such as that of single-screw has been highlighted in literature.
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