Dual number algebra is a powerful mathematical tool for the kinematic and dynamic analysis of spatial mechanisms. With the purpose of exploiting new applications, in this paper are presented the dual version of some classical linear algebra algorithms. These algorithms have been tested for the position analysis of the RCCC mechanism and computational improvements over existing methods obtained.
Pennestri', E., Stefanelli, R. (2007). Linear algebra and numerical algorithms using dual numbers. MULTIBODY SYSTEM DYNAMICS, 18(3), 323-344 [10.1007/s11044-007-9088-9].
Linear algebra and numerical algorithms using dual numbers
PENNESTRI', ETTORE;
2007-01-01
Abstract
Dual number algebra is a powerful mathematical tool for the kinematic and dynamic analysis of spatial mechanisms. With the purpose of exploiting new applications, in this paper are presented the dual version of some classical linear algebra algorithms. These algorithms have been tested for the position analysis of the RCCC mechanism and computational improvements over existing methods obtained.File in questo prodotto:
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