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In differential geometry, constant-mean-curvature (CMC) surfaces are surfaces with constant mean curvature. This includes minimal surfaces as a subset, but typically they are treated as special case. Note that these surfaces are generally different from constant Gaussian curvature surfaces, with the important exception of the sphere.

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  • In differential geometry, constant-mean-curvature (CMC) surfaces are surfaces with constant mean curvature. This includes minimal surfaces as a subset, but typically they are treated as special case. Note that these surfaces are generally different from constant Gaussian curvature surfaces, with the important exception of the sphere. (en)
  • Поверхности постоянной средней кривизны — класс поверхностей моделирующий поверхности мыльных плёнок разделяющие области с фиксированной разницей давлений. В частном случае, если давление с обеих сторон равно, модель определяет минимальные поверхности. Определяются как с постоянной средней кривизной. (ru)
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  • Triunduloid (en)
  • Triunduloid with nodoid end (en)
  • Unequal neck size triunduloid (en)
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  • Triunduloids with different neck sizes. As neck sizes are varied the asymptotic directions change. (en)
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  • In differential geometry, constant-mean-curvature (CMC) surfaces are surfaces with constant mean curvature. This includes minimal surfaces as a subset, but typically they are treated as special case. Note that these surfaces are generally different from constant Gaussian curvature surfaces, with the important exception of the sphere. (en)
  • Поверхности постоянной средней кривизны — класс поверхностей моделирующий поверхности мыльных плёнок разделяющие области с фиксированной разницей давлений. В частном случае, если давление с обеих сторон равно, модель определяет минимальные поверхности. Определяются как с постоянной средней кривизной. (ru)
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  • Constant-mean-curvature surface (en)
  • Поверхности постоянной средней кривизны (ru)
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