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In differential geometry, constant-mean-cu … 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.ith the important exception of the sphere.
, Поверхности постоянной средней кривизны — … 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.ляются как с постоянной средней кривизной.
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Triunduloids with different neck sizes. As neck sizes are varied the asymptotic directions change.
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Поверхности постоянной средней кривизны — … 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.ляются как с постоянной средней кривизной.
, In differential geometry, constant-mean-cu … 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.ith the important exception of the sphere.
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Поверхности постоянной средней кривизны
, Constant-mean-curvature surface
|
