COMPUTER AIDED GEOMETRIC DESIGN

COMPUTER AIDED GEOMETRIC DESIGN(英文缩写 COMPUT AIDED GEOM D),ISSN 0167-8396,eISSN 1879-2332 是一本学术期刊。本页汇总该期刊的最新影响因子、分区信息以及最新收录于 PubMed 的文献,帮助您快速了解期刊全貌。

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COMPUTER AIDED GEOMETRIC DESIGN 最新收录文献

1. Special issue on 14th International Conference on Geometric Modeling and Processing (GMP2020).
   Carlotta Giannelli, Lin Lu, Justin Solomon
   Computer aided geometric design 2021 IF: 1.70 Q2 PMID: 36570499
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2. Low degree splines for locally quad-dominant meshes.
   Kęstutis Karčiauskas, Jörg Peters
   Computer aided geometric design 2020 IF: 1.70 Q2 PMID: 33071401

   A mesh is locally quad-dominant (lqd) if all non-4-sided facets are surrounded by quadrilaterals. Lqd meshes allow for irregular nodes where ≠ 4 quads meet and for multi-sided facets, called T-gons, t…

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3. From theoretical to applied geometry - recent developments.
   Marjeta Knez, Martin Peternell, Juan Gerardo Alcázar
   Computer aided geometric design 2020 IF: 1.70 Q2 PMID: 32834261
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4. Smooth polar caps for locally quad-dominant meshes.
   Kȩstutis Karčiauskas, Jörg Peters
   Computer aided geometric design 2020 IF: 1.70 Q2 PMID: 32641872

   A polar configuration is a node surrounded by triangles. Polar configurations are common to cap off cylinders and spheres. When the triangles, interpreted as quadrilaterals with one edge collapsed, ar…

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5. {"_":"Refinable tri-variate splines for box-complexes including irregular points and irregular edges.","i":["C"],"sup":["1"]}
   Jörg Peters
   Computer aided geometric design 2020 IF: 1.70 Q2 PMID: 32655203

   splines over box-complexes generalize degree 3 (cubic) tensor-product splines. A box-complex is a collection of 3-dimensional boxes forming an unstructured hexahedral mesh that can include irregular p…

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6. Localized G-splines for quad & T-gon meshes.
   Kȩstutis KarČiauskas, Jörg Peters
   Computer aided geometric design 2019 IF: 1.70 Q2 PMID: 32831437

   Enriching tensor-product B-spline control nets by allowing T-gons (where strips of quadrilaterals start or end) and irregular nodes (where ≠ 4 quadrilaterals meet) reduces the requirements on quad-mes…

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7. Functional Data Approximation on Bounded Domains using Polygonal Finite Elements.
   Juan Cao, Yanyang Xiao, Zhonggui Chen, Wenping Wang, Chandrajit Bajaj
   Computer aided geometric design 2018 IF: 1.70 Q2 PMID: 29892139

   We construct and analyze piecewise approximations of functional data on arbitrary 2D bounded domains using generalized barycentric finite elements, and particularly quadratic serendipity elements for …

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8. Auxetic deformations and elliptic curves.
   Ciprian S Borcea, Ileana Streinu
   Computer aided geometric design 2018 IF: 1.70 Q2 PMID: 30643352

   In materials science and engineering, auxetic behavior refers to deformations of flexible structures where stretching in some direction involves lateral widening, rather than lateral shrinking. We add…

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9. Biomechanics Simulations Using Cubic Hermite Meshes with Extraordinary Nodes for Isogeometric Cardiac Modeling.
   Adarsh Krishnamurthy, Matthew J Gonzales, Gregory Sturgeon, W Paul Segars, Andrew D McCulloch
   Computer aided geometric design 2016 IF: 1.70 Q2 PMID: 27182096

   Cubic Hermite hexahedral finite element meshes have some well-known advantages over linear tetrahedral finite element meshes in biomechanical and anatomic modeling using isogeometric analysis. These i…

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10. {"_":"Refinable spline elements for irregular quad layout.","i":["C"],"sup":["1"]}
    Thien Nguyen, Jörg Peters
    Computer aided geometric design 2016 IF: 1.70 Q2 PMID: 27103754

    Building on a result of U. Reif on removable singularities, we construct bi-3 splines that may include irregular points where less or more than four tensor-product patches meet. The resulting space co…

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