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Exact(10)
Here are some hypotheses on the nonlinear functions involved in Eq. (1.1).
In this approach, the energy spectrum equation is obtained by solving the two integrals involved in Eq. (2).
This equation represents a very valuable tool to achieve the minimum cost by calculating shale number without need for other parameters involved in Eq. 11 above.
The following cases have been discussed for different values of the parameters (alpha, beta, gamma) and δ which are involved in Eq. (6.11).
As already mentioned, for C||y, the dispersion relation is similar to the isotropic case, since only ε ⊥ is involved in Eq. (2).
In the general case, the energy involved in (Eq. 21) depends on the dielectric properties of the materials of both the quantum wire and the barriers.
Similar(50)
In general, the integrals involved in Eqs.
Because the discriminant D involved in Eqs.
To validate our hypotheses, the parameters involved in Eqs.
Since only one material represented by the elastic constant (E, v) is involved in Eqs.
However, a correlation between predicted activities against K562 cell lines obtained with Eqs. 2 and 4 exists (r = 0.67); this result is sustained by the logP – Rf intercorrelation coefficient which are involved in Eqs. 2 and 4 (Table 3).
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com