On the behaviour of the surfaces of equilibrium in the capillary tubes when gravity goes to zero

Michele Emmer

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Displaying similar documents to “On the behaviour of the surfaces of equilibrium in the capillary tubes when gravity goes to zero”

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Complete minimal surfaces in $ℝ^{3}$ with type Enneper end

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We show that there exists a complete minimal surface immersed into $ℝ^{3}$ which is conformally equivalent to a compact hyperelliptic Riemann surface of genus three minus one point. The end of the surface is of Enneper type and its total curvature is $- 16 π$ .

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Displaying similar documents to “On the behaviour of the surfaces of equilibrium in the capillary tubes when gravity goes to zero”

Boundary value problems for non-parametric surfaces of prescribed mean curvature

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Complete minimal surfaces in ℝ 3 with type Enneper end

Regularity of the boundary of a capillary drop on an inhomogeneous plane and related variational problems.

A limiting geometry for capillary surfaces

Complete minimal surfaces in $ℝ^{3}$ with type Enneper end