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R. Hague, G. D’costa, P. Dickens (2001)
Structural design and resin drainage characteristics of QuickCast 2.0Rapid Prototyping Journal, 7
T. Lam, K. Yu, K. Cheung, C. Li (1997)
Octree reinforced thin-shell rapid prototypingJournal of Materials Processing Technology, 63
Z. Zhang, J. Hong, F. Wu
Fabrication of the products with free‐formed surfaces based on integration of reverse engineering and rapid prototyping
B. Choi, Sang Park (1999)
A pair-wise offset algorithm for 2D point-sequence curveComput. Aided Des., 31
Zuoyong Zheng (1999)
A Shell Algorithm for Solid on Boundary RepresentationJournal of Software
C. Li, K. Yu, T. Lam (1998)
Implementation and evaluation of thin-shell rapid prototypeComputers in Industry, 35
D. Hu, Z. Li
Research on the algorithm for rapid slicing based on the geometrical features classification of STL model
H. Yau, Chuan-Chu Kuo, Chih-Hsiung Yeh (2003)
Extension of surface reconstruction algorithm to the global stitching and repairing of STL modelsComput. Aided Des., 35
Sang Park, Y. Chung (2003)
Mitered offset for profile machiningComput. Aided Des., 35
I. Horváth, Dong-Yol Yang (2002)
Rapid technologies: solutions for today and tomorrowComput. Aided Des., 34
B. Koç, Yuan-Shin Lee (2002)
Non-uniform offsetting and hollowing objects by using biarcs fitting for rapid prototyping processesComput. Ind., 47
M. Rivero, F. Feito-Higueruela (2000)
Boolean operations on general planar polygonsComput. Graph., 24
T. Maekawa (1999)
An overview of offset curves and surfacesComput. Aided Des., 31
M. Ganesan, G.M. Fadel
Hollowing rapid prototyping parts using offsetting techniques
W. Chiu, S. Tan (1998)
Using dexels to make hollow models for rapid prototypingComput. Aided Des., 30
Seok-Hee Lee, Ho-Chan Kim, Sung-Min Hur, Dong-Yol Yang (2002)
STL file generation from measured point data by segmentation and Delaunay triangulationComput. Aided Des., 34
A new method of hollowing rapid prototype models based on STL models and their cross‐sectional contours is presented to meet the demands of hollowed prototypes in casting and rapid prototype manufacturing. Offsetting along the Z ‐axis and cross‐sectional contour offsetting are employed to perform the hollowing operation. The process performs two‐dimensional Boolean operations on the polygons made by the offset contours of cross‐sectional contours instead of three‐dimensional offsetting of the STL models. This hollowing operation is especially suitable for hollowing STL models with free‐form surfaces. Detailed algorithms are described to generate the correct offset contours of an STL model. Adopting this method, the hollowing process is dramatically simplified and becomes more efficient. This method has been verified by practical case studies, and it is proved that this simplified hollowing operation can reduce the prototype build time and cost.
Rapid Prototyping Journal – Emerald Publishing
Published: Jul 1, 2004
Keywords: Boolean functions; Rapid prototypes; Algorithmic languages
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