We prove existence and nonexistence results for annular type parametric surfaces with prescribed, almost constant mean curvature, characterized as normal graphs of compact portions of unduloids or nodoids in R3 , and whose boundary consists of two coaxial circles of the same radius.
Caldiroli, P., Cora, G., Iacopetti, A. (2024). Annular type surfaces with fixed boundary and with prescribed, almost constant mean curvature. NODEA-NONLINEAR DIFFERENTIAL EQUATIONS AND APPLICATIONS, 31(2), 1-39 [10.1007/s00030-023-00915-2].
Annular type surfaces with fixed boundary and with prescribed, almost constant mean curvature
Cora G.;
2024
Abstract
We prove existence and nonexistence results for annular type parametric surfaces with prescribed, almost constant mean curvature, characterized as normal graphs of compact portions of unduloids or nodoids in R3 , and whose boundary consists of two coaxial circles of the same radius.
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