Surface reconstruction from FE mesh model

Author:

Park Jung Min1,Lee Byung Chai2,Chae Soo Won3,Kwon Ki Youn4

Affiliation:

1. Korea Automotive Technology Institutem, Republic of Korea

2. Department of Mechanical Engineering, Korea Advanced Institute of Science and Technology, Republic of Korea

3. Department of Mechanical Engineering, Korea University, Republic of Korea

4. School of Industrial Engineering, Kumoh National Institute of Technology, Republic of Korea

Abstract

Abstract In the computer aided engineering process with finite element analysis, a CAD surface model is sometimes needed for various tasks such as remeshing, shape optimization or design modification. Occasionally, engineers who perform an analysis at the product design stage are given only finite element mesh models; corresponding CAD models can be unavailable. This paper presents a method to extract free-form B-spline surfaces and certain feature curves from a surface mesh model. First, using the k-means clustering method, our process segments given meshes into a number of regions according to principal curvature information; then, region operations are performed. Next, each region is converted to an approximately free-form B-spline surface. In the last step, feature curves to create loft or sweep surfaces are calculated by minimizing the distance error. Some practical examples are also presented to demonstrate the effectiveness and usefulness of our method. Highlights We propose a new method of creating CAD surfaces from given finite element mesh model. Feature curves are extracted for creating sweep or loft surfaces. By using the generated surfaces based on the feature curves, the shape modification can be easily performed in the designing process.

Funder

Industrial Core Technology Development Program

Ministry of Trade, Industry and Energy

Publisher

Oxford University Press (OUP)

Subject

Computational Mathematics,Computer Graphics and Computer-Aided Design,Human-Computer Interaction,Engineering (miscellaneous),Modelling and Simulation,Computational Mechanics

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