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The bandwidth of the frequency is 1.1 GHz and the tuning range is 13.8%.
The measured bandwidth of the frequency was from 5.07 GHz to 6.2 GHz with a 20.37% tuning ratio.
It is shown that, the accuracy of the synchronization is mainly dependent on the bandwidth of the frequency entangled biphoton spectrum and on the temperature variation induced fluctuations in both the reference fiber coiling and the fiber link.
Approaches to minimize these artifacts include increasing the bandwidth of the frequency selective excitation pulses, and the use of frequency selective saturation pulses to suppress the signals in the regions with anomalous phase.
The κ is defined by κ = 2 ln 2 2 δ + 1 / 2 δ − 1, where δ is the half-amplitude bandwidth of the frequency response, which is between 1 and 1.5 octaves according to neurophysiological findings [52].
The size of the fiber sensor is ∅12 × 55 mm, the normal phase sensitivity achieves −308 dB re 1 μPa−1, the 3 dB effective bandwidth of the frequency response is 30 kHz, and the responsivity decreases less than 0.5 dB when static pressure is 2 MPa (200 m water depth).
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Five features were retained: TF energy, number of TF components (TF features), peak frequency, bandwidth of the peak frequency (frequency-domain features), and total score from Liu's technique (time-domain feature).
The five features selected here were the same ones obtained using the filter-based algorithm mentioned above, namely TF energy, number of TF components (TF features), peak frequency, bandwidth of the peak frequency (frequency-domain features), and total score from Liu's technique (time-domain feature).
A criterion based upon the half-power bandwidth of the analysis frequency band is proposed as a basis to select the correct FFT frequency resolution.
In further calculations, we use the bandwidth of the central frequency ∆f = 1 Hz.
Since the bandwidth of the resonance frequency in a superconducting cavity is very narrow, there is a possibility that the accelerating field will leak to the RF absorber because of thermal shrinkage.
More suggestions(15)
bandwidth of the instrument
bandwidth of the waveguide
bandwidth of the channel
bandwidth of the system
bandwidth of the filter
bandwidth of the laser
bandwidth of the feedback
bandwidth of the electron
bandwidth of the sample
bandwidth of the network
bandwidth of the module
bandwidth of the force
bandwidth of the amplifier
bandwidth of the control
bandwidth of the transmitting
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