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MOTIONS OF CURVES IN THE GALILEAN SPACE G_3
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作者 Ufuk OZTURK Suleyman CENGIZ Esra Betul KOC OZTURK 《Acta Mathematica Scientia》 SCIE CSCD 2015年第5期1046-1054,共9页
In this article, we study the flows of curves in the Galilean 3-space and its equiform geometry without any constraints. We find that the Frenet equations and the intrinsic quantities of the inelastic flows of curves ... In this article, we study the flows of curves in the Galilean 3-space and its equiform geometry without any constraints. We find that the Frenet equations and the intrinsic quantities of the inelastic flows of curves are independent of time. We show that the motion of curves in the Galilean 3-space and its equiform geometry are described by the inviscid and viscous Burgers' equations. 展开更多
关键词 galilean geometry equiform geometry motions of curves inextensible flows Burgers' equation Frenet frames
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