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We present an unambiguous demonstration of the theoretically predicted crossover from diffuse (particle-like) to specular (wave-like) phonon scattering in epitaxial oxide superlattices, manifested by a minimum in lattice thermal conductivity as a function of interface density.
Non-equilibrium behavior near the solid/liquid interface plays an important role in determining the morphology of the solidification front, and so the microstructural characteristics of rapidly solidified alloy 625 are also predicted, as a function of interface velocity.
To this end, the interfacial energy of the Kim-Kim-Suzuki phase-field model coupled with elastic energy was investigated as a function of interface thickness for two different schemes to interpolate mechanical properties between phases: elastic misfit strain interpolation and elastic energy interpolation.
The model solves the so-called hyperbolic equations for heat and mass transfer to predict interface undercooling and velocity as a function of time, and also predicts the morphology of the solidification front (and thus the microstructural characteristics of rapidly solidified YSZ) as a function of interface velocity.
Drop volume method: A method for determining interfacial tension as a function of interface age.
This resulted in a normalized estimate of exposure to stimulus as a function of interface position.
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An oscillatory behavior is found as a function of the interface number of links.
Consequently, simplified expressions of the torsion load capacity are derived as a function of the interface fracture energy, torsion stiffness of the pipe, and the geometric properties of the pipe joints.
By solving the equations analytically, flow rate in each capillary tube and crossflows among different tubes in the bundle were obtained as a function of water/oil interface positions at different times.
In particular, the tensile strength as a function of the interface properties and voids content of syntactic foams has been analyzed in detail using axisymmetric computational models with explicit consideration of the matrix cracking and the interface debonding, which are modeled using the Extended Finite Element Method (XFEM) and the cohesive zone method (CZM), respectively.
Fig. 4 Stress rotation as a function of subduction interface depth.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com