Sentence examples for approximated values of the from inspiring English sources

In solving the problem, closed-form expressions for the approximated values of the fundamental frequency of cracked Euler Bernoulli beams in bending vibrations are reached.

To this end, we can employ the approximated values of the attenuation factor of [3, 13] and ours, given by (phantom {dot {i}!}e^{-beta _{text {sc}}s}), (phantom {dot {i}!}e^{-0.01beta _{text {sc}}s}), and (phantom {dot {i}!}e^{-0.0137beta _{text {sc}}s}), respectively.

With (45) and (42), which are independent of m, we can obtain an approximated value of (39) as function of the statistics of the channel.

Under the above assumption, we could obtain an approximated value of p, for instance, using the descendent gradient method.

In this section we derive approximate values of the eigenvalues of problem (1.1 - 1.5).

In this section we derive approximate values of the eigenvalues of the eigenvalue problem (1.14 - 1.18).

According to this, Table 1 shows approximate values of the optimum cyclic prefix lengths.

Then approximate values of the function f ( z ) are computed from (52).

Also presented are approximate values of the average current density jav in anodization in these modes.

Given the velocity field, approximate values of the impedance are recovered.

In this section we derive approximate values of the eigenvalues of Γ ( r, α, β, α ′, β ′ ).