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Resonators, hybrid cavity

It is our thesis that the loop-gap lumped circuit resonator introduced recently by us will eventually supplant microwave cavity resonators in ESR spectroscopy except for a few specialized applications [53,291-293], Figure 24 (from Ref. 291) shows this resonator. In a sense, this is a hybrid structure midway between low-frequency lumped circuits where a capacitor and an inductor are connected by a transmission line, and high-frequency distributed circuit cavity resonators where the electric and magnetic... [Pg.135]

Photons in quantum optical cavities also constitute excellent qubit candidates [52]. Resonant coupling of atoms with a single mode of the radiation field was experimentally achieved 25 years ago [53], and eventually the coherent coupling of quantum optical cavities with atoms or (simple) molecules was suggested as a means to achieve stable quantum memories in a hybrid quantum processor [54]. There might be a role to play for molecular spin qubits in this kind of hybrid quantum devices that combine solid-state with flying qubits. [Pg.50]

From this macroscopic consideration it is seen that the states for which the wavevector is not a good quantum number do not form in a certain vicinity of q = 0 for both branches, and for q > q lx for the lower branch. In other words, the states with the well-defined wavevector exist in the intermediate region of the wavevectors only q n < q < qitlx for the lower branch, and q > q Pn for the upper branch. However, in contrast to the case of vanishing q, one can say that for q A> 1 the coherent polaritonic states do not form at all. The excited states from this part of the spectrum are not resonant with the cavity photon, and as a result no hybridization happens. Instead, these excited states are similar to the localized excited states in a non-cavity material, i.e. they are to be treated just as incoherent excited states. [Pg.286]

Various schemes for hybrid quantum processors based on molecular ensembles as quantum memories and optical interfaces have been proposed. In Ref. [17], a hybrid quantum circuit using ensembles of cold polar molecules with solid-state quantum processors is discussed. As described above, the quantum memory is realized by collective spin states (ensemble qubit), which are coupled to a high-Q stripline cavity via microwave Raman processes. This proposal combines both molecular ensemble and stripline resonator ideas. A variant of this scheme using collective excitations of rotational and spin states of an ensemble of polar molecules prepared in a dipolar... [Pg.646]

Fig. 3.19). Moreover the singular property of void nanospheres to give origin to resonant states (bonding and anti-bonding) deriving from the hybridization of the resonances of the particle and the cavity structure, seems to appear also in the spectra of void-nanocubes (see Fig. 3.19). Fig. 3.19). Moreover the singular property of void nanospheres to give origin to resonant states (bonding and anti-bonding) deriving from the hybridization of the resonances of the particle and the cavity structure, seems to appear also in the spectra of void-nanocubes (see Fig. 3.19).
Pecoraro, E Andre, P.S., and Carlos, L.D. (2011) Optical filters and resonant cavities based on di-ureasil organic-inorganic hybrids./. Sol-GelSci. Technol, 59, 475-479. [Pg.1274]

In an analogy to waveforms of volcanic earthquakes, the low-frequency tremor GMEs were explained as a fluid-driven crack model with a resonant water-filled cavity as the seismic source. Hybrid GMEs were interpreted as hydrofracturing followed by the rush of water into the new opening. [Pg.3073]


See other pages where Resonators, hybrid cavity is mentioned: [Pg.14]    [Pg.14]    [Pg.280]    [Pg.417]    [Pg.459]    [Pg.88]    [Pg.379]    [Pg.398]    [Pg.399]    [Pg.409]    [Pg.165]    [Pg.636]    [Pg.335]    [Pg.156]    [Pg.154]    [Pg.1045]    [Pg.162]    [Pg.426]    [Pg.63]   
See also in sourсe #XX -- [ Pg.14 ]




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Hybridization resonance

Resonance hybrid

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