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IMAMS
2007

Propagation of Geometric Tolerance Zones in 3D

14 years 28 days ago
Propagation of Geometric Tolerance Zones in 3D
This paper considers error propagation in three dimensional geometric constructions using a geometric approach. First, we present definitions and constructions of tolerance zones for various fundamental elements in Euclidean space. Then, we study in detail the propagation of errors during several geometric computations, including the the distance between two skew lines, reflections, projections, and rotations, and we derive new tolerance zones from the old ones.
Song-Hai Zhang, Qi-Hui Zhu, Ralph R. Martin
Added 29 Oct 2010
Updated 29 Oct 2010
Type Conference
Year 2007
Where IMAMS
Authors Song-Hai Zhang, Qi-Hui Zhu, Ralph R. Martin
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