Structural stability study for porous Cosserat media
Marín Marín, Erasmo Carrera, Ahmed E. Abouelregal
Abstract
In this paper we approach the linear mixed problem with initial and boundary values for a Cosserat body which is elastic and has pores. We coupled the equations characterizing the pores evolution with basic equations that describing the elastic deformations of the Cosserat body. The coupling is done by means of predetermined coefficients. To prove the continuous dependence of the solutions, we introduce an adequate measure which is useful in obtaining of some estimations with respect to the gradient of elastic deformations and regarding the gradient of a specific the application, introduced to characterize the behavior of the pores.
Topics & Concepts
Porous mediumStability (learning theory)Materials sciencePorosityStructural stabilityStructural engineeringMechanicsComposite materialEngineeringComputer sciencePhysicsMachine learningThermoelastic and Magnetoelastic PhenomenaNonlocal and gradient elasticity in micro/nano structuresRock Mechanics and Modeling