Buscar
Mostrando ítems 1-10 de 108
Characteristics of the Elastic Response of Isotropic Linear Micropolar Solid under Imposed Loads
(2014-08-14)
This article proposes a simplified way to solve solid mechanic problems in micropolar elasticity using the solution found in the classic theory of elasticity as a starting point. In this study, an analysis of the linear ...
Critérios de regularidade para soluções fracas das equações magneto-micropolares
(Universidade Federal de SergipePós-Graduação em MatemáticaBrasilUFS, 2017)
Convective instabilities in thermoviscoelastic micropolar fluids.
(2011-10-13)
The infinitesimal instabilities in plane horizontal layer of viscoelastic micropolar fluid under uniform heating are investigated. The micropolar fluid is a fluid each particle of which has a six degrees of freedoms of ...
Existence of solutions for the 3D-micropolar fluid system with initial data in Besov-Morrey spaces
(Springer Basel AgBaselSuíça, 2013)
Analytical study of a circular inhomogeneity with homogeneously imperfect interface in plane micropolar elasticity
(Wiley-VCH Verlag, 2017)
In this paper we derive the full analytical solution for the problem of a circular micropolar inhomogeneity in an infinite micropolar plate subjected to a remote uni-axial tension. The interface between the inhomogeneity ...
Optimal control problem for 3D micropolar fluid equationsProblema de control óptimo para ecuaciones de fluidos micropolares en 3D
(UNIV SZEGED, BOLYAI INSTITUTE, 2023)
Reproductive weak solutions of magneto-micropolar fluid equations in exterior domains
(Elsevier, 2002)
We establish the existence of a reproductive weak solution, a so-called periodic Weak solution, for the equations of motion of magneto-micropolar fluids in exterior domains in R3.
STATIONARY SOLUTIONS OF MAGNETO-MICROPOLAR FLUID EQUATIONS IN EXTERIOR DOMAINS
(Universidad Católica del Norte, Departamento de Matemáticas, 2003)
Stationary micropolar fluid with boundary data in L-2
(Academic Press Inc Elsevier ScienceSan DiegoEUA, 2002)
Magneto-micropolar fluid motion: Existence and uniqueness of strong solution
(Akademie Verlag GmbhBerlinAlemanha, 1997)