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The theory is derived from the mechanics of the flow of ideal gases through a porous solid.
The theory is derived from fractal geometry, a branch of mathematics that describes hidden symmetries in objects whose molecular structures appear to be randomly ordered, Dr. Orbach said in an interview.
The theory is derived from the association of RCVS with exertion, sympathomimetic agents, pheochromocytoma and hypertensive crises [2, 3, 14].
The theory is derived from a probabilistic approach of one solute molecule adsorbing to a single type of adsorption site based on the following equilibrium: 7where A represents the analyte, I the interfacial stationary phase, and [A I] the immobilized analyte interacting with the interface where the adsorption- and desorption-rates are described by ka and kd, respectively.
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The dynamical equations of the theory are derived from a variational principle, and interference, the asymptotics of free motion, bound states, statistics, and spin are described in classical terms.
The governing equations of the theory are derived from a small-parameter expansion that assumes the scaling length of the unit cell, the smallest repeatable structure found in the material, is much smaller than the entire material length scale.
Further validation for this theory is derived from the observation that cells treated with only AECHL-1 fared better than cells receiving both the treatments.
9 Further criticism of the amniotic disruption theory is derived from the reports of Yang who described that antenatal amniotic rupture results in extra-amniotic pregnancy that displays no evidence of amniotic bands.
Further support for the chaotic genetic patchiness theory is derived from the heterozygote deficiencies and population specific linkage disequilibria.
The finite element formulation for micropolar elasticity theory is derived from the potential energy functional of the discrete system.
The new eight-unknown higher order shear deformation theory is derived from the satisfaction of vanishing transverse shear stress at the top and bottom surfaces of the plate.
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