For any transmitting antenna the voltage and current at the input terminals can be written as a func- tion of a complex variable which can be called "p" where p = jω and ω is the frequency of oscill
The frequency of these oscillations is likely to be inversely related to the parameter ρα. 4.2.4. Leverage limits Another intuitive way of stabilizing the system would be via imposing leverage limits on banks. If the leverage limit is chosen sufficiently low, the leverage cycles shown through...
The most significant EMI spike occurs at the switching frequency of the supply, followed by additional spikes at its harmonic frequencies. Figure 2 shows an EMI plot where the peak values of these spikes exceed the CISPR 22 EMI limits. To meet the standard, an EMI filter is r...
Fig. 3g, c), which is longer in time for the northward and northeastward currents than for the southwestward and southeastward currents, is presumably due to the northward Kuroshio current and on the western edge of an anticyclonic eddy (Supplementary Fig. 1b). Furthermore, the frequency of...
Here we see that the frequency of the oscillation is precisely 2ν at the 1-loop level, which is twice the frequency for a tree-level mediation by a single scalar line of mass parameter ν. This confirms the observation originally made in [15]. Here we have worked out the size and ...
A forced vibration is produced and maintained by a periodic exciting force external to the system,and it takes place at the frequency of the exciting force.If the system is nearly frictionless and contains no dissipative elements,the amplitude of theforced oscillation will become very large when ...
the frequency of resonant oscillations of the atmosphere excited by waves traveling along its lower boundary. Excitation of atmospheric resonances by finite sources is also considered in that section. A simple numerical model of excitation of atmospheric oscillations by ground-level vibrations is ...
The overbar is used to denote time average and the hat to denote the first Fourier component at the frequency of oscillation ω. Accordingly, the describing function is a function of the slow flow variables, i.e., FDF(θm)=FDF(A,θ0−θm,χ,φ). By definition the eigenfrequencies ...
According to the Heisenberg uncertainty principle, the energy or frequency uncertainty of a measurement can be at the best inversely proportional to the observation time ( $$T$$ ). The observation time in an experiment using a quantum mechanical probe is
Harnessing the linear dispersion relationship of both Dirac and Weyl topological semi-metals (Fig.1c) could find applications in high-frequency electronics, for example, which require high mobility to rapidly reach an equilibrium state with shortened transient current–voltage responses. Finally, the to...