Sentence examples for modes we derive from inspiring English sources

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In particular, by postulating equal reliability against the considered failure modes, we derive the relation between the safety factors in three typical engineering examples.

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For each transmission mode, we derive a closed-form expression for the maximum transmission range under Rayleigh fading environment.

Using probabilistic 2-mode analysis, we derive bases from training models in a probabilistic framework, and formulate the speaker adaptation equation in the maximum a posteriori (MAP) framework[10].

Proceedings from the eigenvalue equation of the normal modes in homogeneous shallow water, we derive several formulae for calculating the mode attenuation and group velocity, and compare their accuracy by means of numerical results.

Particularly, we derive the mode shape in order to yield a bounded inverse dynamics solution.

In this section, we derive the transmission mode switching strategy to select the best transmission mode for the D2D communication system.

Using Lyapunov law, we derive the decoupled sliding-mode control law and the related parameters adaptive law of FNN.

For the cruise mode and location mode, we have derived the optimal velocity and propose a velocity selection strategy according to the (k_{mathrm{v}}).

To obtain optimal rates of convergence of the mode estimator, we first derive upper bounds, where we benefit from the contrast of the curve at the mode rather than taking into account the rate of uniform convergence of the curve estimator.

We then show a numerical example of the operational modes and derive a numerical test for determining the operational mode.

Like substance, all possible infinite modes are absolutely necessary.[10] (Remember that this conclusion is consistent with the fact that these modes nonetheless derive their necessity from substance).

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