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Scattering time

Fig. 1. The resistivity (solid and dotted line)[6] and the inverse scattering time (plain dots) [7] which is proportional to the product T. Ag (T is the linewidth and Ag the -shift of the ESR signal). For a metal, the resistivity and ip are expected to decrease when lowering the temperature [7]. Fig. 1. The resistivity (solid and dotted line)[6] and the inverse scattering time (plain dots) [7] which is proportional to the product T. Ag (T is the linewidth and Ag the -shift of the ESR signal). For a metal, the resistivity and ip are expected to decrease when lowering the temperature [7].
What is striking in our model calculations is the rather good agreement of the (Up and r parameters for oqi between our optical (in the MG model) and the ESR results [7]. In fact, the ESR scattering time tESR jq-13 along the quasi onedimensional CNTs implies a a c of 10 S/cm for an [7], which is in agreement with a c = /r = 1700 S/cm evaluated from the optical parameters (Table... [Pg.103]

Fig. 19. The scattering time delay versus 6 for H + HDfo = 0,j = 0) —> D + H2 at Ec = 1.200 eV. The dashed curve is the result obtained using the formula of Goldberger for the final state 112 (V = 0,j = 0), while the solid line is the result of averaging over the final rotational states, j for the dominant v 0 product. Both curves show roughly an extra 20 fs of time delay in the forward direction, but the averaging eliminates the spurious structures that are related to minima in the DCS versus 0. Fig. 19. The scattering time delay versus 6 for H + HDfo = 0,j = 0) —> D + H2 at Ec = 1.200 eV. The dashed curve is the result obtained using the formula of Goldberger for the final state 112 (V = 0,j = 0), while the solid line is the result of averaging over the final rotational states, j for the dominant v 0 product. Both curves show roughly an extra 20 fs of time delay in the forward direction, but the averaging eliminates the spurious structures that are related to minima in the DCS versus 0.
For a given shell, the maximum amplitude is given by the product of the number (N) of the j type of scatterer times its respective backscattering amplitude, F (fc). This maximum amplitude is then reduced by a series of amplitude reduction factors which are considered below. [Pg.278]

Roughly speaking, the transports properties depends on the values of C Ep,t) over all times t from 0 to the scattering time r [13,14] (see for... [Pg.543]

Si P or Si As to the Z dependence. Their results are illustrated in Fig. 5.12. Kaveh and Mott introduce the spin-orbit scattering time and a new length scale Lso=(Dtso)1/2, and the Kawabata equation (9) becomes... [Pg.166]

Is the intervalley scattering time on a GaAs surface faster or slower than that in bulk GaAs ... [Pg.83]

Figure 2. LV-Raman scattering timing sequence. The LV signal, both raw and with conditioning and the LV validation pulse, are shown on the time scale 0-7 l>sec. The resultant laser pulse occurs after an additional adjustable delay, which was set for these experiments at about 10 psec in order to allow slow seed particles to escape from the test volume. Figure 2. LV-Raman scattering timing sequence. The LV signal, both raw and with conditioning and the LV validation pulse, are shown on the time scale 0-7 l>sec. The resultant laser pulse occurs after an additional adjustable delay, which was set for these experiments at about 10 psec in order to allow slow seed particles to escape from the test volume.
The classical transverse magnetoresistance (MR) is mainly due to the bending of the charge carrier trajectory by the Lorentz force. It is proportional to the square of the field, with the proportionality constant expressed as a function of charge transport scattering time [23]. In crystalline 3D metals the dominant... [Pg.108]

Figure 2(a) shows the ESR signal measured for two temperatures and fits using an assymetric Dysonian line shape. The fit allows us to determine the Lande g factor and the line width (AH) gives us a measurement of the spin scattering time ts using (f//// A//)rs = h. [Pg.246]

Neutron-scattering and dielectric relaxation studies [23] both indicate that the water molecules solvating monovalent exchangeable cations on montmorillonite are a little less mobile, in respect to translational and reorientational motion, than are water molecules in the bulk liquid. For example, as with vermiculite, neutron-scattering data show that no water molecule is stationary on the neutron-scattering time scale. In the one-layer hydrate of Li-montmorillonite, the residence time of a water molecules is about six times longer than in the bulk liquid, with a diffusive jump distance of about 0.35 nm, and a water molecules reorients its dipole axis about half... [Pg.225]

For PPY-PF6 and PAN-CSA the microwave dielectric constant remains negative in the far IR even at 10-3 K, which shows that there are free carriers even at these low temperatures. These values of the dielectric constants give small values of plasma frequency which shows that only a small fraction of conduction electrons participate in plasma response. Scattering times come out to be 2 orders of magnitude larger than the values for alkali and noble metals. It is predicted that if technology improves, the conductivity of the doped polymers may become larger than that of metals. [Pg.39]

In this expression r is the inter-chain hopping time and ts is the phonon scattering time along a chain. The quantity s = (d2/a2) is the ratio of the anisotropic to isotropic contribution of the hyperfine interaction and /(cd) is the spectral density of the interaction, with coe and con being electron and nuclear precession frequencies respectively,... [Pg.167]

The transverse charge motion is incoherent for a quasi-one-dimensional conductor as long as the condition h hiT is fulfilled (where the intrachain scattering time provides a broadening to the quasi-one-dimensional Fermi surface). This situation is encountered at high temperature. The interchain hopping rate is thus determined by the one-dimensional Fermi golden rule [60] ... [Pg.434]

The effect of inelastic scattering is to give a minimum conductivity at E. of 0.03 e /hL. The inelastic scattering time, ti = L /D also results in an uncertainty principle broadening of the mobility edge by an energy of h/x. ... [Pg.262]


See other pages where Scattering time is mentioned: [Pg.2911]    [Pg.89]    [Pg.90]    [Pg.147]    [Pg.42]    [Pg.209]    [Pg.18]    [Pg.40]    [Pg.64]    [Pg.71]    [Pg.259]    [Pg.216]    [Pg.204]    [Pg.205]    [Pg.128]    [Pg.109]    [Pg.89]    [Pg.246]    [Pg.225]    [Pg.226]    [Pg.278]    [Pg.377]    [Pg.15]    [Pg.257]    [Pg.271]   
See also in sourсe #XX -- [ Pg.218 ]

See also in sourсe #XX -- [ Pg.172 , Pg.174 , Pg.358 , Pg.359 ]

See also in sourсe #XX -- [ Pg.228 , Pg.263 ]




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Differential cross section time-dependent scattering

Femtosecond time-resolved coherent Raman scattering

Neutron scattering residence time

Nuclear Resonance Scattering Using Synchrotron Radiation (Mossbauer Spectroscopy in the Time Domain)

Nuclear resonant scattering time spectra

Resonance Raman scattering time-resolved

Scattering calculations time shifts

Scattering duration time

Scattering experiment time-resolved

Scattering intensity, time-averaged

Scattering rate, time

Scattering timing sequence

Switching time, dynamic scattering

Time delay from scattering phase

Time evolution of scattering curves

Time evolution of scattering profiles

Time of flight, neutron scattering

Time quasi-elastic neutron scattering

Time-Average (Static) Light Scattering

Time-average light scattering

Time-averaged Light Scattering

Time-dependent photon scattering,

Time-dependent scattering

Time-dependent wave packets, scattering

Time-dependent wave packets, scattering states

Time-dependent wavepacket theory reactive scattering

Time-of-flight scattering and recoiling

Time-resolved fluorescence spectroscopy scattering sample

Time-resolved light scattering

Time-resolved light scattering method

Time-resolved photon scattering

Time-resolved quasi-elastic laser scattering

Time-resolved quasi-elastic laser scattering interface

Time-resolved quasi-elastic laser scattering measurements

Time-resolved quasi-elastic laser scattering method

Time-resolved quasi-elastic laser scattering principle

Time-resolved quasielastic laser scattering

Time-resolved scattering media

Time-resolved small angle X-ray scattering

Time-resolved spectroscopies coherent anti-Stokes-Raman scattering

Time-resolved spectroscopies scattering

Time-resolved x-ray scattering

Time-scattered measurement

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