专题:Advanced Numerical Analysis Techniques

This cluster of papers focuses on the application of isogeometric analysis in computational engineering, particularly in the areas of structural analysis, fluid-structure interaction, shape optimization, and boundary element methods. The use of NURBS, finite elements, CAD, mesh refinement, T-splines, and their implementation in CNC machining are central to the research.
最新文献
Study of two dimensional α-modified Bernstein bi-variate operators

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Winding clearness for differentiable point cloud optimization

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Polynomial 2D Biharmonic Coordinates for High-order Cages

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Intersection-Free Garment Retargeting

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Analysis of Flow Field and Machining Parameters in RUREMM for High-Precision Micro-Texture Fabrication on SS304 Surfaces

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On the Computation of Restricted Normal Cones

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A Comprehensive Review of Journal Bearing Models: Comparative Analysis of Thermal, Elastic, and Hydrodynamic Approaches Considering Misalignment, Surface Texture, Turbulence, and Cavitation

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Geometric Deep Learning for Computer-Aided Design: A Survey

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Aerodynamic shape optimization via active learning-driven design space refinement

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A reaction-diffusion based level set method for thermo-elastoplastic three-dimensional topology optimisation

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近5年高被引文献
A physics-informed deep learning framework for inversion and surrogate modeling in solid mechanics

article Full Text OpenAlex 770 FWCI61.507

Bernstein Polynomials

article Full Text OpenAlex 375 FWCI7.854

Neural Geometric Level of Detail: Real-time Rendering with Implicit 3D Shapes

article Full Text OpenAlex 329 FWCI41.581

3D Shape Generation and Completion through Point-Voxel Diffusion

article Full Text OpenAlex 283 FWCI35.059

Exact imposition of boundary conditions with distance functions in physics-informed deep neural networks

article Full Text OpenAlex 219 FWCI15.527

Differential Geometry of Curves and Surfaces

book Full Text OpenAlex 214 FWCI19.887

Surveys in Differential Geometry

paratext Full Text OpenAlex 183 FWCI0

PMP-Net: Point Cloud Completion by Learning Multi-step Point Moving Paths

article Full Text OpenAlex 149 FWCI18.073

Vector Neurons: A General Framework for SO(3)-Equivariant Networks

article Full Text OpenAlex 143 FWCI17.258

Construction of Arbitrary Order Finite Element Degree-of-Freedom Maps on Polygonal and Polyhedral Cell Meshes

article Full Text OpenAlex 143 FWCI23.381