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The half-width frequency band Λ 1 / 2 is the length of the frequency interval in between f res and the input frequency value at which Z ( f ) = Z max / 2, and measures the system's selectivity to incoming frequencies close to f res.
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Both preliminary selection of the incoming frequency and adjustment of the local oscillator frequency are accomplished by variable tuned circuits consisting of inductance and capacitance.
By this way, we remove the interferences completely with a simple bandpass filter, albeit at the expense of the loss of part of the incoming frequency band, from GHz to 10.6 GHz and from 5.15 to 5.85 GHz, which is a bandwidth of 2.7 GHz, being only 36% or equivalently 1.9 dB.
We start traversing c and for each vertex v i ∈ V c, we compute the incoming frequency f input[ v i] and the outgoing frequency f output[ v i].
Thus, hippocampal inputs activate two populations of neurons with variable frequency filters: immature cells, with wide‐range responses, that are reliable transmitters of the incoming frequency, and mature neurons, with narrow frequency response, that are precise at informing the beginning of the stimulus, but with a sparse activity.
Thus, activity arriving to the hippocampus at different frequencies could be reflected by the activation of graded populations of neurons, immature GC that are reliable transmitters of the incoming frequency, and mature GC that are precise at informing the beginning of the stimulus, but with sparse activity.
Furthermore, they also explain the strong parallelism of the odd- and even-order multiphoton absorption cross sections, as they are in all cases related to the lowest-order one- or two-photon absorption cross section, scaled by the energy difference between the excitation energy to the final state and the incoming laser frequencies, and scaled by (products of) excited-state polarizabilities.
The purpose of a superheterodyne receiver is to convert the incoming RF frequency to a single frequency where most of the signal processing takes place.
The control procedure is based on the pre-knowledge of the incoming vibration frequency, and when this frequency is unknown, a very efficient prediction technique is used.
This study confirms that the optimal control is bang-bang, is periodic, and its frequency is the double of the incoming wave frequency.
In the current study, the incoming wave frequency is set such that third-harmonic wave frequency coincides with the first tower bending mode frequency.
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