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Resonance field-assisted

Localization of energy exchanges in field-assisted double-barrier resonant tunneling... [Pg.179]

Localization of Energy Exchanges in Field-Assisted Double-Barrier Resonant Tunneling 181... [Pg.181]

Gordon-Volkov Wavefunctions for Field-Assisted Resonant Tunneling... [Pg.182]

We end with a word about possible inferences for an experimental study of field-assisted resonant tunneling. We have observed that essentially the same conclusions can be drawn if the double-barrier potential is affected by a bias field. The discussion is therefore applicable to situations similar to those mentioned in the Introduction, 7]. If the quanta are phonons or plasmons with different frequencies for the various interfaces in the sample, only the frequencies characteristic of the most external discontinuities should be involved. [Pg.189]

Finally, we should also mention that assisted spin recoupling is by no means restricted to 1H, 13C, and 15N spin species but may also be used to facilitate H and 2H to low- spin transfers. This may be exploited in extensively deuterated samples using rf fields on JH and 2H which are matched to a rotary resonance condition to facilitate spin-diffusion between 13C spins in a longitudinal mixing process. This was recently demonstrated by van Rossum and coworkers in terms of the doublenucleus enhanced recoupling (DONER) experiment [143]. [Pg.30]

DGE a AC AMS APCI API AP-MALDI APPI ASAP BIRD c CAD CE CF CF-FAB Cl CID cw CZE Da DAPCI DART DC DE DESI DIOS DTIMS EC ECD El ELDI EM ESI ETD eV f FAB FAIMS FD FI FT FTICR two-dimensional gel electrophoresis atto, 10 18 alternating current accelerator mass spectrometry atmospheric pressure chemical ionization atmospheric pressure ionization atmospheric pressure matrix-assisted laser desorption/ionization atmospheric pressure photoionization atmospheric-pressure solids analysis probe blackbody infrared radiative dissociation centi, 10-2 collision-activated dissociation capillary electrophoresis continuous flow continuous flow fast atom bombardment chemical ionization collision-induced dissociation continuous wave capillary zone electrophoresis dalton desorption atmospheric pressure chemical ionization direct analysis in real time direct current delayed extraction desorption electrospray ionization desorption/ionization on silicon drift tube ion mobility spectrometry electrochromatography electron capture dissociation electron ionization electrospray-assisted laser desorption/ionization electron multiplier electrospray ionization electron transfer dissociation electron volt femto, 1CT15 fast atom bombardment field asymmetric waveform ion mobility spectrometry field desorption field ionization Fourier transform Fourier transform ion cyclotron resonance... [Pg.11]

The reactant R2 can also be considered to be a solvent molecule. The global kinetics become pseudo first order in Rl. For a SNl mechanism, the bond breaking in R1 can be solvent assisted in the sense that the ionic fluctuation state is stabilized by solvent polarization effects and the probability of having an interconversion via heterolytic decomposition is facilitated by the solvent. This is actually found when external and/or reaction field effects are introduced in the quantum chemical calculation of the energy of such species [2]. The kinetics, however, may depend on the process moving the system from the contact ionic-pair to a solvent-separated ionic pair, but the interconversion step takes place inside the contact ion-pair following the quantum mechanical mechanism described in section 4.1. Solvation then should ensure quantum resonance conditions. [Pg.326]

NADPH/ NADP+ ratio 776 Naphthalene, resonance energy 299 Nathans, Daniel 84 Natural killer cells 185 Near attack conformation 485 Near-field scanning microscope 130 Neighboring group assistance in displacement reactions 601, 602 Nekoflavin 783 Nematocyst 427 Nematodes 24, 25 Neocarzinostatin 218,224s Neopterin 803... [Pg.925]

Fig. 15.3 The observed Na 22p ion signal after the population of 22s state vs the dc field in the presence of a 15 GHz microwave field (solid trace). The dotted trace was observed with no microwave field, and the sharp resonances in the center (for both solid and dotted traces) result from the resonant collisions, while the displaced resonances on the side (solid trace) are due to microwave assisted collisions. The scale on the top of the figure shows the detuning from the (0,0) resonance (from ref. 10). Fig. 15.3 The observed Na 22p ion signal after the population of 22s state vs the dc field in the presence of a 15 GHz microwave field (solid trace). The dotted trace was observed with no microwave field, and the sharp resonances in the center (for both solid and dotted traces) result from the resonant collisions, while the displaced resonances on the side (solid trace) are due to microwave assisted collisions. The scale on the top of the figure shows the detuning from the (0,0) resonance (from ref. 10).
Fig. 15.5 Observed Na 18p ion signal after the population of the 18s level vs the static field with a 15.4 GHz microwave field. Trace (a) corresponds to no microwave power input to the cavity and shows the set of four zero-photon collisional resonances. Traces (b), (c), (d), and (e) correspond, respectively, to 13.5, 50, 105, and 165 V/cm microwave field amplitudes inside the cavity and show additional sets of four collisional resonances corresponding to one, two, and three-photon radiatively assisted collisions. The peaks labelled 0,1,2, and 3 correspond to the lowest field member of the set of four resonances corresponding to zero-, one-, two-, and three-photon assisted collisions, (0,0)°, (0,0), ... Fig. 15.5 Observed Na 18p ion signal after the population of the 18s level vs the static field with a 15.4 GHz microwave field. Trace (a) corresponds to no microwave power input to the cavity and shows the set of four zero-photon collisional resonances. Traces (b), (c), (d), and (e) correspond, respectively, to 13.5, 50, 105, and 165 V/cm microwave field amplitudes inside the cavity and show additional sets of four collisional resonances corresponding to one, two, and three-photon radiatively assisted collisions. The peaks labelled 0,1,2, and 3 correspond to the lowest field member of the set of four resonances corresponding to zero-, one-, two-, and three-photon assisted collisions, (0,0)°, (0,0), ...
To describe the shifts and intensities of the m-photon assisted collisional resonances with the microwave field Pillet et al. developed a picture based on dressed molecular states,3 and we follow that development here. As in the previous chapter, we break the Hamiltonian into an unperturbed Hamiltonian H(h and a perturbation V. The difference from our previous treatment of resonant collisions is that now H0 describes the isolated, noninteracting, atoms in both static and microwave fields. Each of the two atoms is described by a dressed atomic state, and we construct the dressed molecular state as a direct product of the two atomic states. The dipole-dipole interaction Vis still given by Eq. (14.12), and using it we can calculate the transition probabilities and cross sections for the radiatively assisted collisions. [Pg.321]

In the experiments with Rydberg atoms it is very difficult to observe radiatively assisted collisions with cross sections more than a factor of 10 smaller than the resonant collision cross sections, so the deviations from Eq. (15.29) are not apparent. However, in other contexts, such as laser assisted collisions, this limitation does not apply, and it is interesting to consider how the above description passes over into the weak field regime, in which Jm(KEmv//oj) is small. If we restrict the integration in Eq. (15.27) to the large r region of space, in which the approximations we have used are valid, we can rewrite Eq. (15.27) as... [Pg.327]


See other pages where Resonance field-assisted is mentioned: [Pg.28]    [Pg.97]    [Pg.181]    [Pg.280]    [Pg.516]    [Pg.176]    [Pg.160]    [Pg.516]    [Pg.225]    [Pg.224]    [Pg.4]    [Pg.421]    [Pg.61]    [Pg.204]    [Pg.205]    [Pg.497]    [Pg.174]    [Pg.149]    [Pg.8]    [Pg.514]    [Pg.341]    [Pg.43]    [Pg.70]    [Pg.356]    [Pg.344]    [Pg.315]    [Pg.317]    [Pg.317]    [Pg.332]    [Pg.332]    [Pg.337]    [Pg.459]   
See also in sourсe #XX -- [ Pg.40 , Pg.182 ]




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Gordon-Volkov Wavefunctions for Field-Assisted Resonant Tunneling

Resonance assisted

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