A compressible Lagrangian framework for the simulation of underwater implosion problems 

    Kamram, Kazem (Fecha de defensa: 2013-06-21)

    The development of efficient algorithms to understand implosion dynamics presents a number of challenges. The foremost challenge is to efficiently represent the coupled compressible fluid dynamics of internal air and ...

    Applications of turbulence modeling in civil engineering 

    Cotela Dalmau, Jordi (Fecha de defensa: 2016-01-15)

    This thesis explores the use of stabilized finite element formulations for the incompressible Navier-Stokes equations to simulate turbulent flow problems. Turbulence is a challenging problem due to its complex and dynamic ...

    Computational multiscale modeling of fracture and its model order reduction 

    Caicedo Silva, Manuel Alejandro (Fecha de defensa: 2017-02-24)

    This thesis focuses on the numerical modeling of fracture and its propagation in heterogeneous materials by means of hierarchical multiscale models based on the FE2 method, addressing at the same time, the problem of the ...

    Discrete volume method : a variational approach for brittle fracture 

    Cardoso Nungaray, Víctor Eduardo (Fecha de defensa: 2018-04-27)

    This thesis presents a proposal to simulate mechanics and dynamics of brittle fracture. A variational formulation is used to describe Lagrangian mechanics, by minimizing the difference between potential and kinetic energy ...

    Efficient computational mesoscale modeling of concrete under cyclic loading 

    Titscher, Thomas (Fecha de defensa: 2019-09-27)

    Concrete is a complex material and can be modeled on various spatial and temporal scales. While simulations on coarse scales are practical for engineering applications, a deeper understanding of the material is gained on ...

    Elementos estabilizados de bajo orden en mecánica de sólidos 

    Valverde Guzmán, Quino Martín (Fecha de defensa: 2002-12-09)

    Se proponen nuevos elementos finitos para problemas en mecánica de sólidos en el marco de una formulación estabilizada novedosa en este ámbito. Esta formulación se basa en el método de las sub-escalas, y particularmente ...

    Estudio constitutivo de materiales compuestos laminados sometidos a cargas cíclicas 

    Mayugo Majó, Joan Andreu (Fecha de defensa: 2003-09-22)

    La tesis propone una metodología para el análisis de la degradación a fatiga que produce la aplicación de cargas cíclicas en un composite laminado de fibras largas.<br/>En primer lugar se han estudiado los mecanismos de ...

    Evaluación del daño por impacto en laminados de material compuesto mediante la respuesta dinámica 

    Pérez Martínez, M. (Marco) (Fecha de defensa: 2012-02-06)

    Composite laminates offer decisive advantages compared to more traditional materials, especially in structural applications where weight is a design-limiting factor. However, they have also shown a susceptibility to impact ...

    Mixed finite element formulations for strain localization and failure in plasticity 

    Benedetti, Lorenzo (Fecha de defensa: 2017-05-11)

    Strain localization and quasi-brittle failure in frictional-cohesive materials is still an open and challenging problem in computational mechanics. Owing to its complexity and the significant implications on numerous ...

    Multi-scale topological design of structural materials : an integrated approach 

    Ferrer Ferré, Àlex (Fecha de defensa: 2017-05-26)

    The present dissertation aims at addressing multiscale topology optimization problems. For this purpose, the concept of topology derivative in conjunction with the computational homogenization method is considered. In ...

    Numerical modeling of metal cutting processes using the Particle Finite Element Method 

    Rodríguez Prieto, Juan Manuel (Fecha de defensa: 2014-03-06)

    Metal cutting or machining is a process in which a thin layer or metal, the chip, is removed by a wedge-shaped tool from a large body. Cutting is a complex physical phenomena in which friction, adiabatic shear bands, ...

    Numerical modelling of viscoelastic flows based on a log-conformation formulation 

    Moreno Martínez, Laura (Fecha de defensa: 2021-09-22)

    Viscoelastic fluids are a type of non-Newtonian fluids which are formed by complex internal structures and high-molecular-weight, whose typical examples are the polymer solutions and molten polymers. Also, the viscoleastic ...

    Numerical simulation of aeroacoustics using the variational multiscale method : application to the problem of human phonation 

    Pont Ribas, Arnau (Fecha de defensa: 2018-02-23)

    The solution of the human phonation problem applying computational mechanics is covered by several research branches, such as Computational Fluid Dynamics (CFD), biomechanics or acoustics, among others. In the present ...

    Numerical simulation of multi-fluid flows with the Particle Finite Element Method 

    De Mier Torrecilla, Monica (Fecha de defensa: 2010-06-29)

    La presencia simultánea de múltiples fluidos con diferentes propiedades ocurre en numerosos problemas medioambientales, procesos industriales y situaciones de la vida diaria. Algunos ejemplos son la interacción fluido-combustible ...

    Numerical techniques for non-linear analysis of structures combining discrete element and finite element methods 

    Santasusana Isach, Miquel (Fecha de defensa: 2016-12-01)

    This works encompasses a broad review of the basic aspects of the Discrete Element Method for its application to general granular material handling problems with special emphasis on the topics of particle-structure interaction ...

    Particle finite element methods for modelling granular material flows 

    Dávalos Chargoy, César Emilio (Fecha de defensa: 2014-06-19)

    The aim of this work is to present a new procedure for modelling industrial processes that involve granular material flows, using a numerical model based on the Particle Finite Element Method (PFEM). The numerical results ...

    Stabilized finite element methods for convection-diffusion-reaction, helmholtz and stokes problems 

    Nadukandi, Prashanth (Fecha de defensa: 2011-05-13)

    We present three new stabilized finite element (FE) based Petrov-Galerkin methods for the convection-diffusionreaction (CDR), the Helmholtz and the Stokes problems, respectively. The work embarks upon a priori analysis ...

    Un nuevo método para la simulación numérica de problemas de partición de dominios 

    Cafiero Díaz, Mailhyn E. (Fecha de defensa: 2014-12-18)

    The aim of this work is to develop, implement and validate a technique for information transfer, in the domain decomposition methods, able to address coupled thermomechanical problems, with mixed displacement-pressure ...