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The problem of controlling the position of a pair of point vortices using a strain field or a field of a single source/sink is considered.
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The well established Luttinger Kohn Hamiltonian modified by Pikus and Bir for strained material, such as quantum dot arrays, is presented using a simplified strain field that allows for square band offsets.
Using a field strain, FST, also susceptible to TCBZ (Fig. 3b), the percentages of hatching were similar between concentrations, ranging from 19 to 29 %, being 33%% in the control well; no significant differences were shown between concentrations.
A superconvergent alpha finite element method (SαFEM) is then formulated by using the constructed strain field and the Galerkin-like weakform for solid mechanics problems.
We identify the role of deformation twinning and twin twin intersections on the strain hardening behavior of Hadfield steel single crystals using strain field measurements.
This can perhaps be accomplished by measuring the strain simultaneously using a full-field method such as digital image correlation to correlate the regions of high strain with the temperature values measured.
The deformation and strain data of FRP were collected and analyzed using a noncontact full-field strain measurement system VIC-3D (three-dimensional video image correlation system).
Measured soil velocity fields are used to calculate strain fields.
Bending tests have been performed to characterise the creep behaviour of the considered material, and 3D digital image correlation is used to obtain strain fields after interrupted tests.
The resulting displacement fields were used to calculate strain fields according to the following subsection.
Speckle data were used to calculate strain fields in both the longitudinal and radial directions to produce an apparent Poisson's ratio for different strains, Fig. 11.
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