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Electrical fields and

This expression may be interpreted in a very similar spirit to tliat given above for one-photon processes. Now there is a second interaction with the electric field and the subsequent evolution is taken to be on a third surface, with Hamiltonian H. In general, there is also a second-order interaction with the electric field through which returns a portion of the excited-state amplitude to surface a, with subsequent evolution on surface a. The Feymnan diagram for this second-order interaction is shown in figure Al.6.9. [Pg.242]

Outside the OHP, there may still be an electric field and hence an imbalance of anions and cations extending in the fomi of a diffuse layer into the solution. [Pg.586]

Migration is the movement of ions due to a potential gradient. In an electrochemical cell the external electric field at the electrode/solution interface due to the drop in electrical potential between the two phases exerts an electrostatic force on the charged species present in the interfacial region, thus inducing movement of ions to or from the electrode. The magnitude is proportional to the concentration of the ion, the electric field and the ionic mobility. [Pg.1925]

Aers G C and Inglesfield J E 1989 Electric field and Ag(OOI) surface electronic structure Surf. Sc/. 217 367 Colbourn E A and Inglesfield J E 1991 Effective charges and surface stability of O on Cu(OOI) Phys. Rev. Lett. 66 2006... [Pg.2237]

Related phenomena are electro-osmosis, where a liquid flows past a surface under the influence of an electric field and the reverse effect, the streaming potential due to the flow of a liquid past a charged surface. [Pg.2674]

A number of types of calculations can be performed. These include optimization of geometry, transition structure optimization, frequency calculation, and IRC calculation. It is also possible to compute electronic excited states using the TDDFT method. Solvation effects can be included using the COSMO method. Electric fields and point charges may be included in the calculation. Relativistic density functional calculations can be run using the ZORA method or the Pauli Hamiltonian. The program authors recommend using the ZORA method. [Pg.333]

Electroosmotic flow velocity, Veof, is a function of the magnitude of the applied electric field and the buffer solution s electroosmotic mobility, )J,eof. [Pg.599]

The electric field and gas flow work together to provide a finely dispersed spray of charged droplets. An electric potential of about 3-5 kV is used for capillaries of about 50-100-pm diameter. [Pg.150]

If an electric potential is applied between two electrodes in a gas, electrons are released from the cathode (negative electrode). The electrons are accelerated by the electric field and collide with atoms or molecules of gas. [Pg.387]

Thus, ions are produced, deflected in a magnetic field, then focused in an electric field, and finally detected by an electron multiplier or other ion detector. [Pg.402]

Electric Fields and Their Interaction with Matter... [Pg.664]

Since the vertically polarized light postulated in the derivation of Eq. (10.25) involves both the z component of the electric field and the angle 0, it is... [Pg.672]

MetaUic behavior is observed for those soHds that have partially filled bands (Fig. lb), that is, for materials that have their Fermi level within a band. Since the energy bands are delocalized throughout the crystal, electrons in partially filled bands are free to move in the presence of an electric field, and large conductivity results. Conduction in metals shows a decrease in conductivity at higher temperatures, since scattering mechanisms (lattice phonons, etc) are frozen out at lower temperatures, but become more important as the temperature is raised. [Pg.236]

Electrostrictive materials are materials that exhibit a quadratic relationship between mechanical stress and the square of the electric polari2ation (14,15). Electrostriction can occur in any material. Whenever an electric field is appHed, the induced charges attract each other, thus, causing a compressive force. This attraction is independent of the sign of the electric field and can be approximated by... [Pg.249]

The strain j Hes along the axis of the electric field, E, or most often along the axis of the induced polari2ation, P. The electrostrictive coefficients for the electric field and polari2ation are M and respectively. Electrostriction is a small effect. In contrast to pie2oeIectric materials, electrostrictive materials... [Pg.249]

The ir spectra acquired in this way are extremely sensitive to the orientation of the surface molecules. Molecules must have a significant component of a molecular vibration perpendicular to the surface to be sensed by coupling with the highly directional electric field. Molecules whose dipole moments are perfectly parallel to the surface caimot couple to the existing electric fields, and therefore, are ir transparent by this method. This selectivity of the approach for molecule dipole moments perpendicular as opposed to parallel to the surface is known as the surface selection rule of irras. [Pg.288]


See other pages where Electrical fields and is mentioned: [Pg.183]    [Pg.180]    [Pg.594]    [Pg.809]    [Pg.810]    [Pg.1298]    [Pg.1946]    [Pg.2084]    [Pg.2482]    [Pg.2561]    [Pg.2674]    [Pg.2797]    [Pg.2800]    [Pg.7]    [Pg.127]    [Pg.261]    [Pg.369]    [Pg.597]    [Pg.603]    [Pg.15]    [Pg.41]    [Pg.67]    [Pg.135]    [Pg.164]    [Pg.382]    [Pg.408]    [Pg.427]    [Pg.249]    [Pg.251]    [Pg.251]    [Pg.270]   
See also in sourсe #XX -- [ Pg.22 ]




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Applications Magnetic and Electric Fields

Behavior of Liquid Crystals in Electric and Magnetic Fields

Biological and Experimental Electric Fields

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Coulomb Matrix and Electric Fields

Crossed electric and magnetic fields

Different Geometries. Simultaneous Action of Electric and Magnetic Fields

ELECTRIC FIELD DEPENDENCE OF DIFFUSION AND TRAPPING IN POLYDIACETYLENE

Effects of Electric and Magnetic Fields

Effects of Magnetic and Electric Fields on Perturbations

Effects of applied static magnetic and electric fields

Effects of external electric and magnetic fields

Electric Field Generation and Charge Conduction

Electric Field and Emission Enhancement Mechanisms (LFE)

Electric and Magnetic Field-induced Deformations

Electric and Magnetic Fields

Electric and magnetic field effects

Electric and magnetic fields generated by the nucleus

Electric field and force saturation

Electric field dependence of polarization and dipole moment

Electric field, and microwaves

Electric fields and field gradients

Electric potentials and fields

Electrochemistry and electric field as origins of multiply charged ions

External Electric And Magnetic Fields

Interpretation and Computation of Electric Field Gradients

Introduction to Interactions of Electric and Magnetic Fields with Ions

Liquid crystals in electric and magnetic fields—a delicate response

Migration and the Electric Field

Mobilities in High-Purity Films Temperature, Electric-Field, and Time Dependence

Mobilities of Small Ions and Macroions in Electric Fields

Mobility, Electric Field, and Pressure

Molecular Electric Fields and Field Gradients

Motion of Ions in Electric and Magnetic Fields

Operators of electric and magnetic fields

Parallel electric and magnetic fields

Relative sign of electric field strength and polarization

Separation of ions by electric and magnetic fields

Small perturbations temperature, pressure and electric field jumps

Spin Casting, Electric Field Poling, and Lattice Hardening

Strain and electric fields

Stress and electric fields

Templating by electric fields equipotential and tangential field surfaces

The Athermal and Specific Effects of Electric Fields

The Proportionality Constant Relating Electric Field and Current Density Specific Conductivity

The electric field, force of interaction and work done

The influence of magnetic and electrical fields

The quadrupole interaction and electric field gradients

Thermodynamic and Other Effects of Electric Fields

Time-dependent electric and magnetic fields

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Transversal electric field, amplified spontaneous emission and lasing, gain

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