Sentence examples for mediums are given from inspiring English sources

The penetration depth of the fields into both mediums are given by 1/Im k1 x ) and 1/Im (k2 x ), where Im is the imaginary part.

The known isotropic relation for the parallel permittivity with two different material mediums is given by: ε ∥ = ρ ε 1 E in + 1 − ρ ε 2 E out ρ E in + 1 − ρ E out (34).

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).

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.

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.

The conditions that results directly from the medium are given in the respective rows.

The initial biomass concentration (b 0 i ) of each stain-competitor as well as the initial concentrations of the substrates (exC0) in the growth medium are given.

The experimental and model-predicted results for the biomass growth rate and biofilm formation upon the change in the availability of sulfate concentrations in the medium are given in Figure 5.