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Field polarity

A very weak peak at 348 mn is the 4 origin. Since the upper state here has two quanta of v, its vibrational syimnetry is A and the vibronic syimnetry is so it is forbidden by electric dipole selection rules. It is actually observed here due to a magnetic dipole transition [21]. By magnetic dipole selection rules the A2- A, electronic transition is allowed for light with its magnetic field polarized in the z direction. It is seen here as having about 1 % of the intensity of the syimnetry-forbidden electric dipole transition made allowed by... [Pg.1139]

A connnon teclmique used to enliance the signal-to-noise ratio for weak modes is to inject a local oscillator field polarized parallel to the RIKE field at the detector. This local oscillator field is derived from the probe laser and will add coherently to the RIKE field [96]. The relative phase of the local oscillator and the RIKE field is an important parameter in describing the optical heterodyne detected (OHD)-RIKES spectrum. If the local oscillator at the detector is in phase with the probe wave, the heterodyne mtensity is proportional to... [Pg.1208]

Nelson54 studied the products of radiolysis of aqueous solution by variable-field CIDNP pulse radiolysis. On the basis of the chemical shifts the following products were identified methyl methanesulfinate, methanol, l,2-bis(methylsulfinylethane) [CH3S(0)CH2CH2S(0)CH3], dimethyl sulfone, dimethyl sulfide, methane and ethane. The high field polarization was used to study the mechanism of formation of polarized products. [Pg.907]

Expressions for the sixth- through tenth-order coefficients are given in the Appendix. In ESHG experiments with the optical field polarized perpendicular to the static electric field, the measured second hyperpolarizability is [13]... [Pg.128]

The Hamiltonian of helium, in the center of mass frame and under the action of an electromagnetic field polarized along the x axis, with field amplitude F and frequency w, reads, in atomic units,... [Pg.138]

As reviewed above, when a solute is placed in a dielectric medium, it electrically polarizes that medium. The polarized medium produces a local electrostatic field at the site of the solute, this field polarizes the solute, and the polarized solute interacts with the polarized medium. The interaction is typically too large to be treated by perturbation theory, and some sort of self-consistent treatment of polarized solute and polarized medium is more appropriate. At this point several options present themselves. It promotes orderly discussion to classify these... [Pg.19]

An electric field induces a dipole moment in non-polar solvent molecules and consequently these molecules become electrostatically aligned with the electric field according to the field polarity. Hence, the dielectric constant describes the capacity of a solvent to separate the electric charges of a solute through an appropriate orientation of its molecules. [Pg.590]

Fields polarized parallel (p) or perpendicular fr) to the plane of incidence are given by... [Pg.292]

Figure 6. TE and TM polarized waveguide modes for a 0.6 x 0.3 pm rectangular waveguide embedded in an Si02 cladding. The arrows indicate the dominant electric field polarization. Figure 6. TE and TM polarized waveguide modes for a 0.6 x 0.3 pm rectangular waveguide embedded in an Si02 cladding. The arrows indicate the dominant electric field polarization.
Although negative-ion mass spectra are easily obtained in most mass spectrometers by relatively simple reversal of magnetic and electric field polarities, frequent absence of molecular ions and low negative-ion intensities [about 10 that of positive ionization (244)] have meant, until recently, few negative-ion studies. [Pg.267]

The present results demonstrate that the basic difference between relaxors and dipolar glasses is their response to applied electric fields polar nanoclusters, corresponding to the frozen anisotropic component in the NMR spectra, can be oriented in a strong enough applied electric field and a ferroelectric phase can be induced. This is not the case in dipolar glasses, where the response is due to single dipoles which cannot be ordered by applied electric fields. [Pg.65]

Let us now consider an infinite right circular cylinder of radius a, which is illuminated by a plane homogeneous wave E, = E0e ke, x propagating in the direction e, = - sin ex — cos fez, where is the angle between the incident wave and the cylinder axis (Fig. 8.3). There are two possible orthogonal polarization states of the incident wave electric field polarized parallel to the xz plane and electric field polarized perpendicular to the xz plane. We shall consider each of these polarizations in turn. [Pg.195]

There is a completely analogous development for a system of nuclear spins interacting with a time-dependent magnetic field polarized along the x axis. [Pg.10]

The application of a static electric field polarizes the electronic charge distribution and leads to changes in molecular magnetic susceptibility and nuclear... [Pg.79]

Christopher J. Cramer and their co-workers during the last decade [61,100, 55, 56], In SMx, terms responsible for cavity foimation. dispersion, solvent structure and local field polarization are present [51,57], The solvation energy is obtained via the usual approximation that the solute, treated at the quantum mechanical level, is immersed in an isotropic polarizable continuum representing the solvent. Therefore the standard free energy of the solute in solution can be expressed as ... [Pg.192]

The value of the exchange modes of the magnetic resonance has the same order of a magnitude as triplet excitations in the dimerized state [5], These modes exist in both U- and D-AFM states. Furthermore, these modes excite by a high frequency magnetic field polarized perpendicular to easy axis. Their intensities define by the DM interactions. The spin oscillations in these modes respect to a violation of 3D AFM order along chains as well as between chains. Therefore, one can expect an amplification of their intensities under motion of boundaries between coexisting SP- and AFM states. The next experiments are necessary to make situation clear. [Pg.236]

The need for a reverse-field polarity power supply is at least two-fold 1) It permit a complete spectral analysis of the substance under study. By reversing field polarity, the substance zones can be run forward and backward in front of the detector as many times as needed. Incremental changes as small as 1- or 2-nm in wavelength can be used to maximize instrumental sensitivity, thus allowing coverage of the entire spectral range. In fact, this feature provides the same functions as a diode array detector, albeit somewhat slower. Proteins and peptides have almost identical spectral characteristics, however, when other functional groups are attached to it, is possible to observe more than one maximal absorbance peak. For example,... [Pg.20]


See other pages where Field polarity is mentioned: [Pg.1274]    [Pg.293]    [Pg.360]    [Pg.262]    [Pg.21]    [Pg.44]    [Pg.32]    [Pg.122]    [Pg.118]    [Pg.28]    [Pg.3]    [Pg.444]    [Pg.259]    [Pg.260]    [Pg.139]    [Pg.675]    [Pg.96]    [Pg.396]    [Pg.194]    [Pg.267]    [Pg.268]    [Pg.121]    [Pg.200]    [Pg.15]    [Pg.4]    [Pg.19]    [Pg.845]    [Pg.139]    [Pg.20]    [Pg.21]    [Pg.51]    [Pg.53]   


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Alternating fields circularly polarized

Atomic polarization, static electric fields

Charged particles polarization field

Circularly polarized radiation electric fields

Classical force fields, polarization

Deformation polarization, static electric fields

Dependence of the polarization on an alternative electric field frequency

Dynamic nuclear polarization high magnetic fields

Electric field dependence of polarization and dipole moment

Electric field induced polarization force

Electric field polar molecule

Electric field poling, polar order

Electric fields in ab-initio treatment of polar crystals

Electric polarization field, charged particles

Electric polarization reaction field model

Electron polarization, static electric fields

Electrostatic field polarization

Empirical force fields, electronic polarization

Field Effect Polarization Modulators

Field Vectors and Polarization

Field plane polarized

Ionic polarization, static electric fields

Local polarization fields

Lorentz field polarization

Magnetic field, plane-polarized

Magnetic field, plane-polarized electromagnetic radiation

Magnetic field, polarized light

Magnetic polarization field, charged

Magnetic polarization field, charged particles

Microscopy polarized anisotropic dark-field

Nanotubes in circularly polarized laser fields

On quantum rings and symmetric molecules in circularly polarized laser fields

Piezoelectric polymers polarization with electric field application

Polar-field susceptibility

Polar-field susceptibility parameters

Polarization direct current electric field

Polarization electric field dependence

Polarization field

Polarization field

Polarization force field treatment

Polarization static electric fields

Polarization zero field

Polarized anisotropic dark-field

Polarized light electric field vector diagrams

Polarized optical spectroscopy electrical fields

Polarized optical spectroscopy magnetic fields

Polarized self-consistent field function

Polarizing field

Polarizing field

Reaction field effect with polar solutes

Relative sign of electric field strength and polarization

Reverse-field polarity power supply

Sinusoidal electric fields, polarization)

Spin polarized field emission

Thin crystals in circularly polarized laser fields

Tilt-polarization coupling, external fields

Time-dependent electric fields dielectric polarization

Transverse electric field polarization

Transverse magnetic field polarization

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