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Inelastic flows of curves according to equiform in Galilean spaceInelastic flows of curves according to equiform in Galilean space

Other Titles
Inelastic flows of curves according to equiform in Galilean space
Authors
윤대원
Issue Date
2011
Publisher
충청수학회
Keywords
Galilean space; Inelastic flow; equiform geometry; Frenet frame
Citation
충청수학회지, v.24, no.4, pp 665 - 673
Pages
9
Indexed
KCI
Journal Title
충청수학회지
Volume
24
Number
4
Start Page
665
End Page
673
URI
https://scholarworks.gnu.ac.kr/handle/sw.gnu/24147
ISSN
1226-3524
2383-6245
Abstract
In this paper, we derive a set of the partial differential equations that characterize an inelastic flow of a curve in a 3-dimensional Galilean space. Also, we give necessary and sufficient condition for an inelastic flow.
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