Structural materials display strong size dependence when deformed non uniformly into the in-elastic range: smaller is stronger. This effect has important implications for an increasing number of applications in structural failure. The mechanical behavior of these applications cannot be characterized by classical continuum theories because they incorporate no material length scales and consequently predict no size effects. On the other hand, it is still not possible to perform quantum and atomistic simulations in order to be able to design the size dependent structures of modern technology Non local rate dependent and gradient dependent theories of plasticity and damage are developed in this work for this purpose
We develop a strain gradient plasticity formulation for composite materials with spatially varying v...
In the context of single-crystal strain gradient plasticity, we focus on the simple shear of a const...
A critical examination is made of two classes of strain gradient plasticity theories currently avail...
Structural materials display strong size dependence when deformed non uniformly into the in-elastic ...
To explain the size effect found in the testing of plastic behavior of metals on the micrometer scal...
Over a scale which extends from about a fraction of a micron to tens of microns, metals display a st...
Tesis con mención internacionalExperiments have consistently shown that metallic materials display s...
is a Phenomenological strain gradient theories of isotropic plasticity represent a relatively simple...
Motivated in large part by the inability of classical theories to model material behaviour at the me...
AbstractA physically motivated and thermodynamically consistent formulation of small strain higher-o...
AbstractWithin the framework of isotropic strain gradient plasticity, a rate-independent constitutiv...
Conventional plasticity theories are unable to capture the observed increase in strength of metallic...
A STRAIS GKI\MENT THLOKY of plasticity is introduced, based on the notion of statisGcally stored and...
Classical plasticity theories generally assume that the stress at a point is a function of strain at...
AbstractConventional plasticity theories are unable to capture the observed increase in strength of ...
We develop a strain gradient plasticity formulation for composite materials with spatially varying v...
In the context of single-crystal strain gradient plasticity, we focus on the simple shear of a const...
A critical examination is made of two classes of strain gradient plasticity theories currently avail...
Structural materials display strong size dependence when deformed non uniformly into the in-elastic ...
To explain the size effect found in the testing of plastic behavior of metals on the micrometer scal...
Over a scale which extends from about a fraction of a micron to tens of microns, metals display a st...
Tesis con mención internacionalExperiments have consistently shown that metallic materials display s...
is a Phenomenological strain gradient theories of isotropic plasticity represent a relatively simple...
Motivated in large part by the inability of classical theories to model material behaviour at the me...
AbstractA physically motivated and thermodynamically consistent formulation of small strain higher-o...
AbstractWithin the framework of isotropic strain gradient plasticity, a rate-independent constitutiv...
Conventional plasticity theories are unable to capture the observed increase in strength of metallic...
A STRAIS GKI\MENT THLOKY of plasticity is introduced, based on the notion of statisGcally stored and...
Classical plasticity theories generally assume that the stress at a point is a function of strain at...
AbstractConventional plasticity theories are unable to capture the observed increase in strength of ...
We develop a strain gradient plasticity formulation for composite materials with spatially varying v...
In the context of single-crystal strain gradient plasticity, we focus on the simple shear of a const...
A critical examination is made of two classes of strain gradient plasticity theories currently avail...