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With optimal receiver depths, depending on propagation range, only a few, sometimes only two, hydrophones are often sufficient for low BERs, even with intermediate mode numbers.
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The channel coefficients in (3) depend on propagation delays τ i [ k] of the physical channel.
The degree of cell overlapping depends on propagation conditions and site locations.
Some of the inherent issues are very high propagation delay as compared to RF transmission, high packet error rate and low available bandwidth that depends on propagation distance.
In the case of resonance, it is shown that the amplitudes of the second harmonic waves linearly depend on propagation distance.
This approach relies on elastic anisotropy of crystalline materials where ultrasonic velocity depends on propagation direction relative to the crystal axes.
A cluster can then have variable size depending on the propagation conditions as shown in Figure 1 and how the users are distributed within each cell.
Time variant amplitudes a k (t) are assigned to echoes equally sampled depending on the propagation channel bandwidth size and transmitter and receiver antenna characteristics.
We describe ZVI aging by parameters that characterise the extent and rate of ZVI reactivity change depending on the propagation of the precipitation front through ZVI.
Experimental measurements have shown that the shadowing loss can be modeled as a random process with a normal distribution of mean 0 dB and standard deviation between 4 and 12 dB depending on the propagation environment.
Estimation errors for the timing and the normalized coherence bandwidth decrease when the SNR increases; but this improvement is highly conditional depending on the propagation scenario and the type of source.
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