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Nonlinear response of the connection was predicted using detailed plane strain contact models to capture the three-dimensional effects.
Numerical results are presented on subsurface stress distributions in bi-layer and graded multilayer coatings on monolithic substrates under plane strain contact conditions (cylinder on flat contact geometry).
Using the merged FUSI USP process, the FUSI gate can be processed with the source/drain region silicide in one step, and the poly gate can be thinned to less than 300 Å, thus shortening the distance between the strain contact etch stop layer and the channel to generate higher stress.
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Plane strain line contact between a rigid circular cylinder and a semi-infinite elastic plastic half space is analyzed to predict cyclic strain response.
An empirical force contact area relationship for the two-dimensional (2D) plane strain line contact between a stiff cylindrical indenter and a composite laminate of finite thickness supported on a rigid substrate is presented.
In the present study, we derive general solutions for three basic two-dimensional (2D) plane-strain contact problems within the framework of the generalized continuum theory of couple-stress elasticity.
Thus, schemes employing intermediate layers such as NiO, short-period-superlattice, or InGaN strained contact layer structure have been proposed to obtain a good ohmic contact between ITO and p-type GaN [16-18] [16-18]
A parametric study, using the validated finite element models, is completed for additional widths (12.7 mm and 140 mm) and thicknesses (6.35 mm and 19.1 mm) to investigate the effect of these parameters on circumferential strains, contact pressure, strain state, and to make modeling recommendations.
The distributions of stress, strain and contact pressure were analyzed to establish their effect on failure.
With the same strain, the contact pressure obtained by Eq. (22) is bigger than that of elastic-plastic deformation.
The predictions of both codes have been compared to investigate their differences depending on finite strain and contact formulations.
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