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The modelling strategy involves cohesive zone elements to model the interface between the film and the substrate.
This two-fold symmetrical 100S map with improved density at the interface was only used to model the interface.
Contact problem is considered to model the interface as two surfaces belonging to adherend and adhesive.
In detail, we model the interface by a box containing antifluorite (space group Fm-3m) Cu2Se and sphalerite (space group F-43m) CdSe, stacked in the <111> direction (see Fig. 4b, c).
Cohesive elements were used to model the interface between matrix and fibres.
A cohesive zone model (CZM) was used to model the interface.
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A comparison between the developed model, the interface-spring model and the finite element analysis is conducted.
We express this theory in a weak statement, model the interfaces with finite elements, and update nodal positions incrementally.
In addition, for each hexamer model, the interfaces were evaluated with ModTie, a residue contact statistical potential derived from binary domain interfaces in known structures (Additional file 13) [ 55].
The problem is non linear due to the cohesive constitutive law adopted for modeling the interface.
Project 1 - Modeling the interface between non-invasive imaging and drug distribution (Swanson, Hu, Ma, Parney) is led by Dr. Kristin Swanson, an expert on mathematical modeling of brain tumor imaging with regards to tumor distribution and patterns of tumor growth.
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