Sentence examples for interference the equation from inspiring English sources

Considering them to cooperate without interference, the equation for the rate of change of X over time is: (3) dX dt = α X · [ A ] h 1 K d 1 + [ A ] h 1 + α X · [ B ] h 1 K d 1 + [ B ] h 1 − δ X · [ X ] where denotes concentration.

For simplicity of our discussion, we denote the left-hand side (LHS) of the first condition of the interference model (Equation 7) as the interference range.

The lookup table (LUT) integrated with the interference intensity equation has been employed for the interpolation processing of interference signals.

Fixing the origin of the frequency axis at the DC subcarrier of the CR, the interference is given by the equation I k P k = ∫ kΔf − B / 2 kΔf + B / 2 H 0 f 2 P k Φ f − kΔf Ψ f − d PU df = P k Ω k (5).

In Averaging, the threshold is hard to be optimized when the difference of the interference power is large, because the equation for optimizing the threshold is derived on the assumption of equal interference power.

The later means that the part of the equation above producing interference to the conventional transmission will only affect a limited number of subcarriers (<< to the total number of available subcarriers), and that can even disappear when no extreme conditions be found in the radio link being tracked by the SU.

Because the IEEE802.11s basic access scheme will not allow concurrent transmissions in the presence of CCI, the interference term in Equation (5) can hence be removed, i.e., y 1 = h 1 H w 1 s 1 + n 1. Next, assuming a zero-forcing equalizer at the receiver, after processing, the estimated symbol can be expressed as y i = s i + ( h i H w i ) † n i.

Constraint C1 represents the maximum allowed interference constraint imposed on the secondary users, and we obtained it by assuming equality in expression (8) and replacing (7) in the average interference constraint equation (6).

FFT from IGOR Pro (WaveMetrics, Inc., Potland, OR, USA) library was applied to finally obtain the EOT (2neffL value in the Fabry-Perot interference fringe equation) [37].

Fast Fourier transform from the Igor Pro (WaveMetrics, Inc., Portland, OR, USA) library was applied to finally obtain the EOT (2n eff L value in the Fabry-Perot interference fringe equation).

That is, the CQI depends on L, N, and the interference assumption in Equation (2).