Publication detail
Geometric algebra methods in volumetric accuracy analysis
NAVRÁTILOVÁ, B. BYRTUS, R. HOLUB, M.
English title
Geometric algebra methods in volumetric accuracy analysis
Type
journal article in Web of Science
Language
en
Original abstract
With the help of plane geometric algebra, we see volumetric errors as pure geometric objects. We use this identification to expand errors with respect to Abbe's principle into the whole working space with respect to some additional conditions. We show that geometric algebra helps us to understand errors in kinematics chains. We demonstrate our approach on a model example.
English abstract
With the help of plane geometric algebra, we see volumetric errors as pure geometric objects. We use this identification to expand errors with respect to Abbe's principle into the whole working space with respect to some additional conditions. We show that geometric algebra helps us to understand errors in kinematics chains. We demonstrate our approach on a model example.
Keywords in English
kinematic chain; machine tool; plane geometric algebra; quaternions; volumetric precision
Released
25.06.2022
Publisher
John Wiley and Sons
Location
HOBOKEN
ISSN
1099-1476
Volume
2022
Number
2022
Pages from–to
1–12
Pages count
12
BIBTEX
@article{BUT178482,
author="Barbora {Navrátilová} and Roman {Byrtus} and Michal {Holub},
title="Geometric algebra methods in volumetric accuracy analysis",
year="2022",
volume="2022",
number="2022",
month="June",
pages="1--12",
publisher="John Wiley and Sons",
address="HOBOKEN",
issn="1099-1476"
}