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Photon emission spontaneous

It turns out (the development of this eoneept is beyond the seope of this text) that the rate at whieh an exeited level ean emit photons and deeay to a lower energy level is dependent on two faetors (i) the rate of stimulated photon emission as eovered above, and (ii) the rate of spontaneous photon emission. The former rate gf Ri,f (per moleeule) is proportional to the light intensity g(cofj) at the resonanee frequeney. It is eonventional to... [Pg.390]

A dissipative quantum dynamics approach including spontaneous photon emission is based on a separation of the total Hamiltonian into a system part, here the CC Hamiltonian Eq. (1), the reservoir part given by the photon Hamiltonian and a system reservoir coupling Hs-r represented by the CC-photon coupling, Eq. (24). In most applications the latter Hamiltonian can be written as follows... [Pg.51]

The third term corresponds to recoil is associated with spontaneous photon emission in a direction different from (x), justifying the change into I i(x). Such photon state is not correlated to the initial interacting state. The reason is due to the stochastic nature of spontaneous processes. The quantum state amplitudes are C3 = C4 = 0 and C3< = 1. The change is physically irreversible. [Pg.90]

J.S. Avery, Resonance Energy Transfer and Spontaneous Photon Emission. Proc. Phys. Soc. Lond. 88 (1966) 1. [Pg.34]

Spontaneous photon emission in a half-open parabolic... [Pg.457]

Abstract Rapid advances in quantum technology have made possible the control of quantum states of elementary material quantum systems, such as atoms or molecules, and of the electromagnetic radiation field resulting from spontaneous photon emission of their unstable excited states to such a level of precision that subtle quantum electrodynamical phenomena have become observable experimentally. Recent developments in the area of quantum information processing demonstrate that characteristic quantum electrodynamical effects can even be exploited for practical purposes provided the relevant electromagnetic field modes are controlled by appropriate cavities. A central problem in this context is the realization of an ideal transfer of quantum information between a state of a material quantum system and a quantum... [Pg.457]

Figure 8.3 Spontaneous photon emission in a parabolic cavity The two-level system is positioned in the focus F of a metallic parabola with focal length f. All light rays emanating from F which are reflected at the parabolic boundary leave the cavity by propagating parallel to the symmetry axis. They all accumulate the same phase (eikonal) of magnitude + fj/c which is the same as if these light rays had started in phase from the plane z = —f. There are always two possible trajectories to any point x inside the cavity. In the semiclassical limit, i.e., f c/(Ueg. these two classes of trajectories give rise to the spherical-wave and the plane-wave contributions to the complex-valued energy-density amplitude of Eq. (32). Figure 8.3 Spontaneous photon emission in a parabolic cavity The two-level system is positioned in the focus F of a metallic parabola with focal length f. All light rays emanating from F which are reflected at the parabolic boundary leave the cavity by propagating parallel to the symmetry axis. They all accumulate the same phase (eikonal) of magnitude + fj/c which is the same as if these light rays had started in phase from the plane z = —f. There are always two possible trajectories to any point x inside the cavity. In the semiclassical limit, i.e., f c/(Ueg. these two classes of trajectories give rise to the spherical-wave and the plane-wave contributions to the complex-valued energy-density amplitude of Eq. (32).
Until a coupling of the system with an electromagnetic field is established, the excited states have an infinite lifetime. However, in reality the excited states have a fimte lifetime, emit photons, and as a result the energy of the system is lowered (although together with the photons the energy remains constant). Quantitative description of spontaneous photon emission has been given by Einstein. [Pg.79]

The Raman scattering (which is called resonance fluorescence when the final molecular state is identical to the initial one g)) is not, however, the only process resulting in spontaneous photon emission. If one repeats the above treatment in a density matrix formalism and allows for intermediate state dephasing, one obtains, for resonant excitation, a fluorescence contribution. In practice, in this case the doorway state is really (not virtually) excited and becomes populated for a significant time interval, as pointed out by Lee and Heller. The system becomes then sensitive to any phase-disturbing perturbation. As a consequence, due to dephasing, the scattering is no more a purely coherent two-photon process, and the Raman emission competes with a relaxed component which is usually called fluorescence. The fluorescence is then simply the spontaneous emission from populated excited states, which have completely lost the memory of the... [Pg.707]

The initial spontaneous photon emission by a few of these electrons is the stimulus that triggers an avalanche of emissions from the remaining electrons in the metastable state (Figure 21.15c). Of the photons directed parallel to the long axis of the ruby rod, some are transmitted through the partially silvered end others, incident to the totally... [Pg.856]


See other pages where Photon emission spontaneous is mentioned: [Pg.217]    [Pg.281]    [Pg.4]    [Pg.166]    [Pg.101]    [Pg.459]    [Pg.464]    [Pg.467]    [Pg.472]    [Pg.171]    [Pg.166]    [Pg.23]   
See also in sourсe #XX -- [ Pg.4 ]

See also in sourсe #XX -- [ Pg.4 , Pg.5 ]




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