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By using the automated discriminatory approach above, the system is able to identify the approaching condition of interface penetration before it occurs.
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It is based on the FRFs of each substructure and the constraint conditions of interface co-ordinates.
At the interface of each layer, the boundary conditions with consideration of interface energy are given.
A general formalism is presented for the solution of boundary value problems arising in the description of transport of mass or energy through multiphase media, which consists in identifying physical conditions of interfaces with criteria for self-adjointness of the operators concerned.
Thus, the SPP is a TM-type surface electromagnetic wave localized at the interface of the two media satisfying to the condition of active interface: ε 1<−R e(ε 2) [17], where ε 1 and ε 2 are the dielectric permittivities of the two contacting media.
We have also shown that the enhancement in mechanical properties of nanocomposites depend solely on the extent of increase in overall matrix density, regardless the condition of the interface.
Besides the effect of sintering condition, the existence of interface thermal resistance between the CNT and the Cu matrix was considered to be the main reason for this unexpected low thermal conductivity.
We primarily study the force conditions of adhesive interface which bonds the stator and cylinder sleeve.
Four different conditions of the interface between the flax fibre reinforced polymer and coconut fibre reinforced concrete were considered.
The numerical results reproduced exactly what was seen experimentally, although the first two conditions of simulated interface (SD and NW) were not able to reproduce, in the simulation, the oscillating behavior of the experimental curves.
Based on this hypothesis, K. Isakova et al. reported a theoretical model that predicted the stability conditions of the interface between the aqueous and a vitreous substitute.
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