Boundary of the volume swept by a free-form solid in screw motion

Author:

Rossignac J.,Kim J.J.,Song S.C.,Suh K.C.,Joung C.B.

Publisher

Elsevier BV

Subject

Industrial and Manufacturing Engineering,Computer Graphics and Computer-Aided Design,Computer Science Applications

Reference46 articles.

1. Geometric representation of the swept volume using jacobian rank-deficiency conditions;Abdel-Malek;Computer Aided Design,1997

2. Swept volumes, void and boundary identification;Abdel-Malek;Computer Aided Design,1998

3. Swept volumes: Foundations, perspectives, and applications;Abdel-Malek;International Journal of Shape Modeling,2006

4. Blackmore D, Leu M. A differential equations approach to swept volumes. In: Proc. Rensselaer’s 2nd int. conf. on computer integrated manufacturing, SME. 1990. p. 143–9

5. Analysis of swept volumes via Lie groups and differential equations;Blackmore;International Journal of Robotics Research,1992

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