We first construct the solution landscapes with the dipolar and Maier–Saupe potentials, for which all critical points are axisymmetric. For the coupled dipolar/Maier–Saupe potential, the solution landscape shows a novel non-axisymmetric critical point, named tennis, which exists for a wide range of parameters.
Apr 20, 2021 · We further demonstrate various non-axisymmetric critical points in the Onsager model with the Onsager potential, including square, hexagon, ...
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Dec 2, 2021 · We further demonstrate various non- axisymmetric critical points in the Onsager model with the Onsager potential, including square, hexagon, ...
The solution landscape of the Onsager free-energy functional provides an efficient approach to show the global structures as well as the bifurcations of ...
Sep 9, 2024 · We further demonstrate various non-axisymmetric critical points in the Onsager functional with the Onsager potential, including square, hexagon, ...
Dec 9, 2024 · We further demonstrate various non-axisymmetric critical points in the Onsager model with the Onsager potential, including square, hexagon, ...
It is shown that critical points for the Onsager functional with the Maier-Saupe molecular interaction are axisymmetric, including the case of stable critical ...
Solution landscape of the Onsager model identifies non-axisymmetric critical points · List of references · Publications that cite this publication.
May 24, 2021 · It is also shown that non-axisymmetric critical points exist for a wide variety of interactions including that of Onsager. This article is part ...
May 24, 2021 · Yin J, Zhang L and Zhang P (2022) Solution landscape of the Onsager model identifies non-axisymmetric critical points, Physica D: Nonlinear ...