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Axisymmetric self-similar finite-time singularity solution of the Euler equations
(2023)
Abstract
Self-similar finite-time singularity solutions of the axisymmetric Euler equations in an infinite system with a swirl are provided. Using the Elgindi approximation of the Biot–Savart kernel for the ...
A note on the wave equation for a class of constitutive relations for nonlinear elastic bodies that are not Green elastic
(Sage Publications, 2018)
A class of constitutive relations for elastic bodies has been proposed recently, where the linearized strain tensor is expressed as a nonlinear function of the stress tensor. Considering this new type of constitutive ...
Further Remarks on the Luo-Hou's Ansatz for a Self-similar Solution to the 3D Euler Equations
(2017)
It is shown that the self-similar ansatz proposed by T. Hou and G. Luo to describe a singular solution of the 3D axisymmetric Euler equations leads, without assuming any asymptotic condition on the self-similar profiles, ...
On the Schrodinger-Boussinesq system with singular initial data
(Academic Press Inc Elsevier ScienceSan DiegoEUA, 2013)
Uniqueness of Self-Similar Solutions to the Network Flow in a Given Topological Class
(TAYLOR & FRANCIS INC, 2011)
This paper deals with the uniqueness, within a fixed topological class, of otree-likeo solutions to the evolution of networks by curve shortening flow. More precisely, we show that if for a given initial condition, there ...
Self-similarity in a kantowski-sachs universe with a string cloudSelf-similarity in a kantowski-sachs universe with a string cloud
(Revista Mexicana de Física, 2009)
Solutions of mixed Painlevé P III—V model
(2019-01-18)
We review the construction of the mixed Painlevé P III –V system in terms of a 4-boson integrable model and discuss its symmetries. Such a mixed system consist of a hybrid differential equation that for special limits of ...
Uniqueness of self-similar solutions to the network flow in a given topological class
(TAYLOR & FRANCIS INC, 2011)
Blowup and self-similar solutions for two-component drift-diffusion systems
(PERGAMON-ELSEVIER SCIENCE LTD, 2012)