Lame surfaces as a generalisation of the triaxial ellipsoid |
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| Authors: | Z Nadenik |
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| Institution: | (1) Libocka 262/14, 162 00 Prague 6, Czech Republic |
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| Abstract: | In modern geodesy the triaxial ellipsoid as a generalisation of the ellipsoid of revolution has a significant position in studying the figure of the Earth. Lame surfaces represent a generalisation of the triaxial ellipsoid. The following paragraphs are devoted to curvatures of the Lame surfaces. |
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| Keywords: | triaxial ellipsoid Lame surfaces principal curvatures Gaussian curvature |
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