Automatic hexahedral-dominant meshing for decomposed geometries of complex components

被引:0
|
作者
Lecallard B. [1 ]
Tierney C.M. [1 ]
Robinson T.T. [1 ]
Armstrong C.G. [1 ]
Sun L. [1 ]
Nolan D.C. [1 ]
Sansom A.E. [2 ]
机构
[1] Queen’s University Belfast, United Kingdom
[2] Rolls-Royce Plc, United Kingdom
关键词
Database; Hexahedral-dominant meshing; Non-manifold;
D O I
10.14733/cadaps.2019.846-863
中图分类号
学科分类号
摘要
An equivalent non-manifold cellular model is used to enrich manifold decompositions of a CAD model to create a model suitable for finite element analysis. Thin-sheet and long-slender decomposition tools are integrated around the common data structure in order to automatically define a meshing recipe based on analysis attributes identified during the decomposition. Virtual topology operations are used to replicate the hard geometry splits in the non-manifold representation and create a robust bidirectional mapping between manifold and non-manifold representations. Adjacency information extracted from the non-manifold cellular model, alongside the appropriate analysis attributes and linear integer programming methods, are used to define a hex-dominant meshing recipe, which can then be applied to automatically generate a mesh. © 2019 CAD Solutions, LLC.
引用
收藏
页码:846 / 863
页数:17
相关论文
共 50 条
  • [41] Reliability Assessment of Automatic Ultrasonic Inspection for Complex Surface Components
    Hu, Hongwei
    Li, Xiongbing
    Wang, Xianghong
    Shao, Yimin
    MEASURING TECHNOLOGY AND MECHATRONICS AUTOMATION, PTS 1 AND 2, 2011, 48-49 : 881 - +
  • [42] The P300 wave is decomposed into components reflecting response selection and automatic reactivation of stimulus-response links
    Kropotov, Juri D.
    Ponomarev, Valery A.
    Pronina, Marina V.
    PSYCHOPHYSIOLOGY, 2024, 61 (08)
  • [43] Toward the use of LES for industrial complex geometries. Part I: automatic mesh definition
    Grenouilloux, A.
    Leparoux, J.
    Moureau, V.
    Balarac, G.
    Berthelon, T.
    Mercier, R.
    Bernard, M.
    Benard, P.
    Lartigue, G.
    Metais, O.
    JOURNAL OF TURBULENCE, 2023, 24 (6-7): : 280 - 310
  • [44] AUTOMATIC-ANALYSIS OF NEUTRAL SUGAR COMPONENTS IN GLYCOPROTEINS AND COMPLEX CARBOHYDRATES
    BOYKINS, RA
    LIU, TY
    JOURNAL OF BIOCHEMICAL AND BIOPHYSICAL METHODS, 1980, 2 (1-2): : 71 - 78
  • [45] AUTOMATIC MESH GENERATOR FOR COMPLEX 2D DOMAINS - APPLICATION TO MOVING GEOMETRIES IN FORMING PROCESSES
    GLUT, B
    COUPEZ, T
    CHENOT, JL
    JOURNAL OF MATERIALS PROCESSING TECHNOLOGY, 1992, 34 (1-4) : 69 - 76
  • [46] Analysis of the automatic detection of critical epochs from coma-EEG by dominant components and features extraction
    Inuso, Giuseppina
    La Foresta, Fabio
    Mammone, Nadia
    Morabito, F. Carlo
    2006 28TH ANNUAL INTERNATIONAL CONFERENCE OF THE IEEE ENGINEERING IN MEDICINE AND BIOLOGY SOCIETY, VOLS 1-15, 2006, : 4006 - +
  • [47] Additive manufacturing of multi-functional components – methodical product development for complex geometries, case study: Heatpipe
    Braun, Thomas
    Kiener, Christoph
    WT Werkstattstechnik, 2020, 110 (7-8): : 526 - 531
  • [48] Finite element and automatic remeshing methods for the simulation of complex blow molded polymer components
    Bellet, M
    Agassant, JF
    Rodriguez-Villa, A
    SIMULATION OF MATERIALS PROCESSING: THEORY, METHODS AND APPLICATIONS, 1998, : 489 - 494
  • [49] Plasma Nitrocarburizing of AISI 316L Austenitic Stainless Steel: a First Step for Treatment of Components with Complex Geometries
    Jafarpour, Saeed
    Dalke, Anke
    Biermann, Horst
    HTM-JOURNAL OF HEAT TREATMENT AND MATERIALS, 2020, 75 (05): : 309 - 326
  • [50] Automatic image alignment and stitching for ultrasound-based robotic inspection of complex geometry components
    Iakovleva, Ekaterina
    Roue, David
    Bredif, Philippe
    NDT & E INTERNATIONAL, 2024, 146