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For small InAs QDs, electron gradually lose confinement as the dot size reduces, which in turn push the electron level toward the wetting-layer continuum, resulting in a more extended electron wave function penetrating into the barrier material [24].
It is also very important to note that the electron and hole confinement in vertically coupled QDs is significantly increased as compared to the wetting layer and matrix continuum, further improving temperature stability of the QD luminescence.
The analysis considers the soil as a layered elastic continuum in which the modulus varies linearly or non-linearly with depth within each layer.
The problem cannot be solved using equivalent single-layer theories or continuum damage models, and is typically tackled through discrete-layer cohesive-crack approaches and computationally expensive numerical solutions.
In order to perform efficient finite element analysis, the sandwich construction can be represented as a multi-layer two-dimensional continuum.
The increased coercive field in M1 can be associated to the effect of shape anisotropy, which is more intense in an array of implanted zones compared to a continuum implanted layer.
Wave propagation in layered materials with free sliding layers is analysed in 2D using anisotropic Cosserat continuum formulation, which accounts for layer bending.
Quantum kinetics of carrier relaxation in self-assembled QDs was investigated by taking into account the influence of the energetically nearby continuum of wetting layer states [11].
Let us consider that the phonon propagation is normal to the layer interfaces and adopt the continuum model valid for long-wavelength oscillations.
The formulation is based on two-dimensional Fourier series expansions of relevant mechanical fields in the continuum of the layer.
To account for the size effect, inspired by our recently developed multi-beam shear model (Liu et al., 2011), a bending energy term of individual crystal layer is introduced in our continuum model.
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