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Results of numerical analysis of loss components in a conducting magnetic hysteresis medium are given.
Selected examples of micelle formation in aqueous and organic medium are given for di- and triblock copolymers, as well as for block copolymers with more complex architectures.
The data on the Enoxil desorption from the silica surface of Composite 2 into the aqueous medium are given in Fig. 4.
For a spherical source (S1), no assumption is made on region 1, and the boundary conditions at r = R in a bimaterial medium are given as those in a homogeneous medium (Equations 12 and 13).
The basic equations, the governing equations and the boundary conditions of Biot's theory and its transformed forms, which are essential for solving engineering problems in a fully saturated poroelastic medium, are given both in a Cartesian coordinate system and a cylindrical coordinate system.
Keeping in mind the values for metals, the assumed values for thermal coefficients of SAGT medium are given by T o = 300°K, α o = (2 .10−5c11/°K, C e = 400 J kg−1/°K, K o = 400 W m−1/°K.
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Almost every medium was given a fillip by industry.
This all-pervading medium was given a name, the luminiferous (or light-carrying) ether.
A model of the equations of generalized magneto-thermoelasticity in a perfectly conducting medium is given.
The composition of mineral salt medium is given in Additional file 1: Table S2.
The FTIR spectrum of starch/Fe3O4 FA nanocomposite synthesized under acidic medium is given in Fig. 2a.
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