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Part of the transients can be interpreted through a model of crystal growth.
We derive the multi-field, micropolar-type continuum theory for the two-dimensional model of crystal having finite-size particles.
Finally, a model of crystal lattice structure of copolyesters was proposed to better understand the difference in cocrystallization miscibility effect of comonomers between isodimorphism and isomorphism.
This type of behavior is entirely consistent with a model of crystal growth in such a way that the difference in the magnetic parameters is associated with the change in crystallite size [38].
The equations, based on the BCF model of crystal growth, are designed to capture the physics of both the diffusion of adatoms, and the appearance of impurities on the crystal surface following the model proposed by Frank.
We present a new computational model of crystal growth, in which the interface between liquid and solid is explicitly tracked, but the measurement of curvature is simplified through the assumption that the crystal is a polygon having a limited number of possible normal directions.
Similar(54)
Ewald had proposed a resonator model of crystals for his thesis, but this model could not be validated using visible light, since the wavelength was much larger than the spacing between the resonators.
In Hartley guinea pig model of crystal-associated OA, PC inhibited meniscal calcification and reduced the degeneration of articular cartilage [ 26].
Also, in a murine air-pouch model of crystal-induced acute inflammation, monosodium urate monohydrate crystals induced high concentrations of sTREM-1 [ 46].
In the Hartley guinea pig model of crystal-associated OA, PC inhibited meniscal calcification and reduced the severity of cartilage degeneration [ 21].
TREM-1 expression was by murine resident peritoneal macrophage s, and infiltrating leucocytes were upregulated in the murine air pouch model of crystal-induced inflammation [ 17].
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