Exemplos de uso de Continuum mechanics em Inglês e suas traduções para o Português
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Finger is considered a pioneer of continuum mechanics.
In continuum mechanics, a material is said to be under plane stress if the stress vector is zero across a particular plane.
Recently, tumor growth has been studied using mathematics and continuum mechanics.
The model is developed in the framework of continuum mechanics and the standard generalized materials.
To address such loads will be used the cosserat generalized continuum mechanics.
With this assumption,the equations of continuum mechanics are considerably simplified.
Analysis of sound propagation through a binary mixture of rarefied gases via equations of continuum mechanics, BP. IC.
The basis for these competencies includes continuum mechanics, elasticity theory and plasticity theory.
Though failure theory has been in development for over 200 years,its level of acceptability is yet to reach that of continuum mechanics.
All students take compulsory courses in continuum mechanics, partial differential equations, and numerical mathematics.
While molecular simulations are quite popular,the simulation on the scale of a whole cell requires models based on continuum mechanics.
Similar considerations apply to other emergent concepts in continuum mechanics such as viscosity, elasticity, tensile strength.
He also studied continuum mechanics, the molecular theory of heat, and the problem of gravitation, on which he worked with mathematician and his friend Marcel Grossmann.
The subjects of the program are focused on differential equations, continuum mechanics and thermodynamics.
This understanding can be obtained from continuum mechanics, using mechanical test experimental data to evaluate and describe the behavior of the material.
Research==He is the author of numerous books including Foundations of Solid Mechanics, Continuum Mechanics, and a series of books on Biomechanics.
Moreover, simulation methods associated with continuum mechanics(such as the finite element method- fem) are more interesting in relation to computational cost, but they are not accurate for atomic scale studies.
This work presents the cauchy's theorem in its classical form, and aims to weaken their hypotheses,providing a more advantageous use in continuum mechanics.
Students acquire the ability to design mathematical models of natural phenomena(especially related to continuum mechanics and thermodynamics), analyze them, and conduct numerical simulations.
Formulations based on continuum mechanics are generally accurate in a macroscale level, but sometimes cannot be used, or it is not conceptually correct to use for the understanding of small scale phenomena.
The scientific activity in this area has been very significant and, currently,the theme has become one of the most important of continuum mechanics with applications in structural engineering, particularly.
On oil, gas exploration and continuum mechanics, the physical-chemical analysis of rock properties and evaluation of the elastic waves propagation are the important tools to obtain the information about porous media.
The courses in the program provide a solid foundation in subjects such as mechanical behavior of engineering materials, continuum mechanics, thermodynamics, experimental and numerical combustion, computational fluid dynamics and control theory.
For discrete approximations of continuum mechanics as in the finite element method, there may be more than one way to construct the mass matrix, depending on desired computational and accuracy performance.
The aim of this project is to develop a theoretical study of the problem of sound propagation through a binary mixture of monoatomic rarefied gases via equations of continuum mechanics(Navier-Stokes, Fourier and Fick), which are the basis of the classical theory of sound propagation in gases.
In specific fields of continuum mechanics the couple stress is assumed not to vanish; however, classical branches of continuum mechanics address non-polar materials which do not consider couple stresses and body moments.
The Structural Engineering Group at the UPM forms part of the Department of Continuum Mechanics and Structures at the School of Civil Engineering at the Technical University of Madrid UPM.
In continuum mechanics, the finite strain theory-also called large strain theory, or large deformation theory-deals with deformations in which strains and/or rotations are large enough to invalidate assumptions inherent in infinitesimal strain theory.
Author of two important textbooks in rheology(Elastic Liquids andBody Tensor Fields in Continuum Mechanics) he was one of the founding members of the Rheology Research Center at the University of Wisconsin-Madison, USA.
In continuum mechanics, the Cauchy stress tensor formula_1, true stress tensor, or simply called the stress tensor, named after Augustin-Louis Cauchy, is a second order tensor of type(1,1)(that is, a linear map), with nine components formula_2 that completely define the state of stress at a point inside a material in the deformed placement or configuration.