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Spin relation

The most interesting aspect of solitons is their charge-spin relation [ 11. Chaiged solitons are spinless, while neutral solitons have spin 1/2. This property provided a natural explanation for the fact that in doped /rrm.v-polyacctylenc the electrical... [Pg.360]

The main NMR interactions in solution of interest to chemists are the chemical shift relative to some stated standard (6), the indirect coupling constant (7) and the relaxation times T1 (spin-lattice) T2 (spin-spin related to the line width) and T p, the relaxation time in the rotating frame. In the case of solids and oriented samples both the direct dipole-dipole and the electric quadrupole interactions assume greater importance. We shall confine our attention in this chapter to diamagnetic compounds so that we may neglect nuclear interactions with electron spins. [Pg.296]

Photoinduced spin-related phenomena are a particularly important field of the solid-state photophysics, because fast spin switching is a prospective basis for applications in the field of spintronics. An illustrative example is the production of the metastable state of the iron propyltetrazole (ptz) complex [Fe(ptz)6](BF4)2 by laser light-induced excited spin-state trapping (LIESST) and the determination of the resulting structure by steady-state X-ray photodiffraction [68]. In another example, steady-state X-ray photodiffraction at cryogenic temperatures was successfully utilized to study photoinduced phase transition due to spin crossover in the tris(a-picolylamine)iron(II) complex [69]. The phase transition is accompanied by... [Pg.123]

Akiba. N., F. Matsukura, T. Died, K. Ohtani, Y. Ohno and H. Ohno, 2000b, presented at the Ini. Conf. on Physics and Application of Spin-Related Phenom-... [Pg.79]

Ando, M., Y. Kanemitsu, K. Takamura, F. Matsukura and H. Ohno, 1999, Fifth Symposium on Physics and Application of Spin-Related Phenomena in Semiconductors. 16-17 Dec. 1999, Sendai, Japan, p. 190. [Pg.80]

Dorlrijn, J.W.F., 1976, Philips Res. Repts. 31, 287. Endo, T T. Slupinski. S. Yanagi, A. Oiwa and H. Munekata, 2001, Seventh Symposium on the Physics and Application of Spin-Related Phenomena in Semiconductors, 17-18 Dec. 2001, Yokohama, Japan, p. 33. [Pg.80]

Physics and Application of Spin Related Phenomena in Semiconductors, 17-18 Dec. 2001, Yokohama, Japan, p. 60. [Pg.87]

The response for low doping closely follows a two-fluid type behaviour for low hole doping but which deviates from this at higher doping levels. Schneider and Keller [26] analysed Muon spin relaxation rate o- data and noted universal trends in the reduced transition temperature T for a series of extreme type II superconductors which includes the cuprates and the reduced muon spin relation rate [Pg.300]

Thus Fillaux [119], assuming that the spin interaction is extremely weak, has argued that the factorization of the wave function must be regarded as a spin-related selection rule. The mle applies to pairs of coupling terms and to the mean distance between their equilibrium positions. This is treated as the fundamental justification of the localized proton modes introduced empirically to elucidate his previous observations [7-9]. [Pg.378]

The spin-related section mle can be proved by elastic neutron scattering measurements. In order to establish the specific fingerprint of the spin correlation, the scattering functions for the linear harmonic oscillator, for the double-well minimum function, and for pairs of coupled oscillators have been calculated in Ref. 119. [Pg.378]

Spin system—a gronp of nnclear spins related by scalar conpling to each other traditionally restricted to those spins that show measurable H- H couphngs a single amino-acid residne is an example of a spin system. A dipeptide wonld contain two spin systems. [Pg.69]

F. Fillaux (1998). Physica D, 113, 172-183. The Pauli principle and the vibrational dynamics of protons in solids, a new spin related symmetry. [Pg.425]

S. Ikeda, S. Kashida, H Sugimoto,Y. Yamada, S.M. Betmington F. Fillaux (2002). Phys. Rev. B, 66, art no 184302. Inelastic neutron scattering study of the localised dynamics of protons in KHCO3 single crystals. S. Ikeda F. Fillaux (1999). Phys. Rev. B, 59, 4134—4145. Incoherent elastic-neutron-scattering study of the vibrational dynamics and spin-related symmetry of the protons in the KHCO3 crystal. [Pg.425]

Finally, NMR has been used to characterize the structural features of surface-fluorinated aluminas and amorphous aluminosilicates. Both the F NMR chemical shifts and spin-spin relation times differentiate sensitively between Si-F and Al-F bonds. Lineshape and spin echo decay data suggest that the homonuclear F- F dipolar interactions are much weaker than in AlFj-hydrate, indicating that in samples containing up to 5 wt% fluorine, most of the Al-F species are isolated from each other [78]. [Pg.222]

Now the total wave function of the electronic system can be represented as the product of two parts, one describing the orbital motion of the electrons and one describing the spin relations. We have... [Pg.192]

In term H5. the spin-spin relates to the electron-electron interaction because die helium nucleus has spin angular momenrnm 0. [Pg.151]

Clusters of the prototype magnetic metal, i.e. iron, have been investigated most extensively by density functional methods. In addition to the several studies of the iron dimer [197], the first extensive DFT optimization of geometry and spin state for Fe (a2 up to 4) has been reported in [198]. Further studies of the size-geometry-spin relation in iron clusters with n up to 7 have been reported in Refs [196, 199-201] (see Appendix C). [Pg.117]

The relation to the spin density can be made more explicit by invoking a Gordon decomposition of the current density to produce expressions for charge- and spin-related currents [392,397]. Although we have already encountered the Gordon decomposition for the 4-current in section 8.8.1, Appendix F considers explicitly the decomposition of its spatial components, that is, of the current density, in standard notation. From Appendix F, we take the result for the many-electron case,... [Pg.321]

Transform and/or alter the melt-spinning relation and equations of Chapter 11 for this case. Use these to obtain practical or empirical forms that can be used for processing. [Pg.447]


See other pages where Spin relation is mentioned: [Pg.161]    [Pg.81]    [Pg.60]    [Pg.4]    [Pg.77]    [Pg.422]    [Pg.80]    [Pg.633]    [Pg.179]    [Pg.123]    [Pg.138]    [Pg.196]    [Pg.368]    [Pg.124]    [Pg.189]    [Pg.116]   


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Commutation relations spin tensor operators

Free radicals spin density of, in relation to EPR spectra

Nuclear Spins, Moments, and Other Data Related to NMR Spectroscopy

Relation to the Spin Density

Spin Scaling Relations

Spin-charge relations

Spinning instabilities, relation

Viscosity relation, spin coating

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