Exact(1)
The pressure related exponential increase in permeations rate is also analysed which suggests a typical concentration dependent diffusion rate at high gas concentration under increased gas feed pressure.
Similar(59)
Some notable results related to exponential and logarithmic convexity are found in [5 7].
Section 2, the definitions and theorems related to exponential and Lyapunov stability were provided.
In order to define different families of functions related to exponential convexity, let I ⊆ ℝ and (c, d) ⊆ ℝ be any intervals.
(Here is a fraction, so for 5% interest, ) The number itself also has applications to probability theory, where it arises in a way not obviously related to exponential growth.
So as k, an integer, varies, these correspond to harmonically related complex exponentials.
But there are harmonically related complex exponentials that also have T_0 as a period, although in fact, their fundamental period is shorter.
For periodic signals, we had the continuous-time Fourier series, where we built the periodic signal out of a linear combination of harmonically related complex exponentials.
The Fourier series synthesis expression for the periodic signal expresses x tilde of t, the periodic signal as a linear combination of harmonically related complex exponentials with the fundamental frequency omega 0 equaled to 2 pi divided by the period.
This approach is conceptually related to an exponential moving average and relies on an exponential weight correspondence between a receiver's coordinates and its relative situation within the RSS span.
An alternative would be to generalize only the part of the results related to the exponential stability in the metric and the related estimates of the norms of solutions in the case of exponential stability and in the case of the exponential stability being not guaranteed (omitting the case of exponential stability in the metric and estimates of the norm of a derivative of solution).
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