刊名:Journal of Computational and Applied Mathematics
出版年:2012
出版时间:November, 2012
年:2012
卷:236
期:17
页码:4485-4493
全文大小:286 K
文摘
Log-aesthetic spirals are currently being studied as fair curves that can be used in computer aided design. A family of planar log-aesthetic spirals that include a point of zero curvature is used in this paper. The two-point Hermite data that is considered has some restrictions on the angles. This paper proves that for any member of the family, a unique segment of that spiral can be found that matches given two-point Hermite data.