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Adapters and access points using 802.11a radios operate in a higher frequency range (5 gigahertz versus 802.11b's 2.4-gigahertz range) and transmit information at speeds of up to 54 Mbps.
Although only limited experimental data are available, it appears certain that, in general, fishes with the accessory mechanisms described above have greater sensitivity and a higher frequency range than do those lacking such mechanisms; while upper frequency limits are about 1,000 hertz for many fishes, they are about 3,000 hertz for the Ostariophysi and other specialized types.
The higher frequency range comprises signals from fundamental OH vibrations.
These modes appear in the form of clusters which occupies higher frequency range.
While the SEA approach deals with the physical uncertainty in the relatively higher frequency range.
The dispersion curves corresponding to the B2 modes exist in higher frequency range.
The higher sampling rate, however, doesn't necessarily mean a higher frequency range of the corresponding observations.
The B2 modes exist in higher frequency range, and all the E modes are doubly degenerated.
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This corresponds to the increased transfer function magnitude in the higher-frequency range observed previously using an external signal [2],[3].
However, for problems related to higher-frequency range, e.g. rolling noise problem, the model of the track still needs to be improved.
This relaxation time determining the range of the Newtonian behavior of the studied system is obtained from the cross-point between log10G′ and log10G″ vs. log10ω lines extrapolated to the higher-frequency range.
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