Proceedings of the 2005 IEEE International Conference on Robotics and Automation
DOI: 10.1109/robot.2005.1570179
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Hierarchical Segmentation of Surfaces Embedded in R3 for Auto-Body Painting

Abstract: Complete automation of trajectory planning tools for material deposition/removal applications has become increasingly necessary to reduce the "concept-to-consumer" timeline in product development. Segmentation of a complex automotive surfaces into topologically simple surfaces remains a barrier in the automation of trajectory generation. In this paper, we develop a novel hierarchical procedure to segment a complex automotive surface into geometrically as well as topologically simple components.

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Cited by 15 publications
(16 citation statements)
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“…It is worth noticing, however, that in this work the tackled problem is the uniform coverage problem, where the target surface not only needs to be completely covered but also the resulting paint deposition must meet certain uniformity requirements. To achieve uniform coverage, their proposed method takes a CAD model of the target automotive parts as input and segments their surface into topologically simple cells of similar curvature [Atkar et al, 2003[Atkar et al, , 2005a. Then, individual, optimal paintdeposition coverage paths in each cell are deter-mined.…”
Section: D Cellular Decompositionmentioning
confidence: 99%
“…It is worth noticing, however, that in this work the tackled problem is the uniform coverage problem, where the target surface not only needs to be completely covered but also the resulting paint deposition must meet certain uniformity requirements. To achieve uniform coverage, their proposed method takes a CAD model of the target automotive parts as input and segments their surface into topologically simple cells of similar curvature [Atkar et al, 2003[Atkar et al, , 2005a. Then, individual, optimal paintdeposition coverage paths in each cell are deter-mined.…”
Section: D Cellular Decompositionmentioning
confidence: 99%
“…This trajectory is found in the work of Valente et al 6 using three solution options including tree-based search, heuristic-based search using wavefront planner and backtracking method and the pedestrian pocket algorithm that divides the grid cells into smaller cells to improve the computational cost. Another example of continuous coverage is illustrated in the studies of Atkar et al, 18,19 where an auto body painting planning method was developed to segment complex 3D models like a car into simple topological pieces (cells) and plan contiguous coverage paths over these segments minimizing geodesic curvature and providing uniform painting. The segmentation part of the algorithm is a cell decomposition performed using a slicing function that depends on surface geometry and topology to generate simple cells.…”
Section: Continuous Cppmentioning
confidence: 99%
“…Conner et al, [2,3,4] developed an automatic trajectory planning method for simple automotive surfaces. Their method is based on Gauss Bonnet Theorem generate the seed curve and its offset curves on a simple surface patch; these generated curves are used as paint gun trajectory.…”
Section: Introductionmentioning
confidence: 99%