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Perturbed angular correlation

By using NFS, information on both rotational and translational dynamics can be extracted. In many cases, it would be favorable to obtain separate information about either rotational or translational mobility of the sensor molecule. In this respect, two other nuclear scattering techniques using synchrotron radiation are of advantage. Synchrotron radiation-based perturbed angular correlations (SRPAC) yields direct and quantitative evidence for rotational dynamics (see Sect. 9.8). NIS monitors the relative influence of intra- and inter-molecular forces via the vibrational density of states (DOS) which can be influenced by the onset of molecular rotation (see Sect. 9.9.5). [Pg.491]

Synchrotron Radiation Based Perturbed Angular Correlation, SRPAC (Example Whole-Molecule Rotation of FC)... [Pg.512]

SRPAC is a scattering variant of time-differential perturbed angular correlation (TDPAC). In TDPAC, an intermediate nuclear level is populated from above after the decay of a radioactive parent. If this nuclear level exhibits hyperfine... [Pg.512]

Synchrotron Radiation Based Perturbed Angular Correlation, SRPAC... [Pg.513]

Nuclear inelastic scattering (NIS), nuclear forward scattering (NFS), nuclear lighthouse effect (NLE), synchrotron radiation-based perturbed angular correlation (SRPAC)... [Pg.535]

The first observation of Zn NMR in zinc metal was by Abart and coworkers in a measurement at 4.2 K, using a field sweeping technique, which yielded a value of = 12 73(4) MHz. No subsequent NMR observation has been reported. A measure of the temperature dependence of the Zn nuclear quadrupole coupling in zinc metal has been obtained from time differential perturbed angular correlation (TDPAC) measurements using an excited state of Zn (/ = 9/2 605 keV). However, the use of liquid helium temperatures and exotic short-lived isotopes precludes the adoption of these techniques for general material characterization. [Pg.155]

See lext. XD = X-ray diffraction 1R = infrared spectrum R = Raman spectrum UV = ultraviolet spectrum H-NMR = ]HNMR spectrum C-NMR = 13CNMR spectrum F-NMR =, 9FNMR spectrum MS = mass spectrum PES — photoelectron spectrum E - electric polarization and dielectric loss measurements D = dipole moment measurements TDPAC = time differential perturbed angular correlation measurements GC = gas chromatography TA = thermal analysis M = molecular weight A = electrical conductance. c Isolated as the THF adduct M(dik)Cl3-C4HgO. [Pg.396]

PAD (perturbed angular distribution) is a variation of PAC with nuclear excitation by a particle beam from an accelerator. QMS is quasielastic MdBbauer-spectroscopy, QNS is quasielastic neutron spectroscopy. For MOBbauer spectroscopy (MS), perturbed angular correlation (PAC), and /J-nuclear magnetic resonance (/3-NMR), the accessible SE jump frequencies are determined by the life time (rN) of the nuclear states involved in the spectroscopic process. Since NMR is a resonance method, the resonance frequency of the experiment sets the time window. With neutron scattering, the time window is determined by the possible energy resolution of the spectrometer as explained later. [Pg.404]

The g-factors in 1 +6 llf8Ce were measured using the integral perturbed angular correlation technique where the intensity of the cascading Y rays (in these cases for a 0+-2+-0 cascade) are measured at an appropriate angle for field up and field down. The standard double ratio technique... [Pg.422]

An inexpensive target system for the production of the NCA radioisotope, 77Br323,324, has been described recently325 and applied for time differential perturbed angular correlation (TDPAC) studies which provide information of physical interest. TDPAC has also found application in the field of chemistry326 and biology31. [Pg.470]

Besides NQR spectroscopy and the study of nuclear quadrupole interaction effects in broad-line NMR spectroscopy, paramagnetic electron resonance 6°1, Mossbauer spectroscopy, and the study of perturbed angular correlation of y-rays, are suitable methods for studying nuclear quadrupole interactions in solids. Indirect methods are also available for acquiring information about the nuclear quadrupole couplinjg constant from the liquid state (particularly NMR spectroscopy in liquids and in liquid crystals in some cases gives information about this constant). By microwave spectroscopy, the nuclear quadrupole interaction may be studied in the gaseous phase (see the paper by Zeil). We shall deal here only with the aspect of NQR spectroscopy in solids since this method has the broadest applicability to chemical problems in comparison with the other methods mentioned. [Pg.4]

Bodenstedt, E., Rogers, J. D. Perturbed angular correlations, p. 91. Amsterdam ... [Pg.74]

Steffen, R. M., Fraunfelder, H., in Perturbed angular correlations, p, 1. Amsterdam North Holland Publ. Comp. 1964. [Pg.74]

An intrafullerene dynamics of Ce atom in the Cs2 cage was also studied by time-differential perturbed angular correlation measurements (Sato et al., 1998). The observed angular correlation shows the presence of two different chemical species of Ce Cs2- The data at low temperatures reveal that Ce stays at a certain site for one of the species, whereas for the other the atom has an intramolecular dynamic motion. [Pg.116]

CW = continuous-wave CW-NQR = continuous wave NQR DFT = density fiuictional theory EFG = electric field gradient IR = infrared NMR = nuclear magnetic resonance NQR = nuclear quadmpole resonance OSSE = octahedral site stabilization energy PAC = perturbed angular correlation pulse-FT = pulse-fourier transform TMED = tetramethylethylenediamine. [Pg.6243]

Time Differential Perturbed Angular Correlation (TDPAC)... [Pg.6266]

Hyperfine interactions, that is the interaction of a nuclear magnetic moment with extranuclear magnetic fields and the interaction of a nuclear quadrupole moment with electric field gradients from extranuclear charge distributions, are measured via time differential perturbed angular correlation (TDPAC) of y-rays emitted from radioisotopes. [Pg.6266]


See other pages where Perturbed angular correlation is mentioned: [Pg.89]    [Pg.110]    [Pg.223]    [Pg.282]    [Pg.528]    [Pg.10]    [Pg.397]    [Pg.402]    [Pg.411]    [Pg.417]    [Pg.426]    [Pg.512]    [Pg.673]    [Pg.208]    [Pg.267]    [Pg.513]    [Pg.278]    [Pg.5]    [Pg.192]    [Pg.2671]    [Pg.6233]    [Pg.6266]    [Pg.6266]   


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