Mesh Generation
Mesh generation is the computational process and related research field focused on discretizing a continuous geometric domain into a mesh of simple elements (e.g., triangles, quadrilaterals, tetrahedra, hexahedra). This fundamental methodology is essential for enabling numerical simulations by methods such as the Finite Element Method (FEM) or Finite Volume Method (FVM), investigating algorithms to produce meshes optimized for geometric fidelity, element quality, and computational efficiency.
750
Publications
43.1K
Citations
1.8K
Authors
621
Institutions
Publications per year
2017–2026
142
Parents
750
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1.8K
Leading researchers in Mesh Generation. Counts cover only their work on this concept, not their overall record.
| Publications | Citations | H-Index | |
|---|---|---|---|
MS Rensselaer Polytechnic Institute | 21 | 2.4K | 19 |
YI Japan Aerospace Exploration Agency | 11 | 564 | 11 |
CL Nanyang Technological University | 10 | 271 | 10 |
AM University of Alabama at Birmingham | 9 | 436 | 9 |
YZ Zhejiang University | 9 | 251 | 9 |
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Leading universities and research organizations in Mesh Generation. Counts cover only their work on this concept, not their overall record.
| Publications | Citations | H-Index | |
|---|---|---|---|
Troy, United States | 51 | 5.5K | 20 |
Le Chesnay-Rocquencourt, France | 54 | 4.3K | 19 |
![]() Swansea, United Kingdom | 60 | 3.3K | 19 |
Pittsburgh, United States | 44 | 3.1K | 16 |
Cardiff, United Kingdom | 36 | 1.8K | 13 |
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Leading journals and conferences in Mesh Generation. Counts cover only their publications on this concept, not their overall record.
| Publications | Citations | H-Index | |
|---|---|---|---|
81 | 8.4K | 45 | |
25 | 993 | 16 | |
18 | 735 | 15 | |
18 | 837 | 15 | |
19 | 880 | 14 |
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