A certain feature of logarithmic spirals |
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Authors: | A I Kurnosenko |
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Institution: | 1.Moscow Engineering-Physical Institute (Technical University),Moscow,Russia |
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Abstract: | A curve formed by inversion of a logarithmic spiral is called a double logarithmic spiral. The curves in this family possess
the following property: there always exists such a spiral with continuous and monotone curvature satisfying any possible boundary
conditions (endpoints, tangents, and curvatures). The problem of constructing a spiral with continuous curvature and prescribed
curvature elements at the endpoints is thus solved. Bibliography: 6 titles. |
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Keywords: | |
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