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Particle energies

With the exception of the scanning probe microscopies, most surface analysis teclmiques involve scattering of one type or another, as illustrated in figure A1.7.11. A particle is incident onto a surface, and its interaction with the surface either causes a change to the particles energy and/or trajectory, or the interaction induces the emission of a secondary particle(s). The particles that interact with the surface can be electrons, ions, photons or even heat. An analysis of the mass, energy and/or trajectory of the emitted particles, or the dependence of the emitted particle yield on a property of the incident particles, is used to infer infomiation about the surface. Although these probes are indirect, they do provide reliable infomiation about the surface composition and structure. [Pg.304]

One of the most usefiil applications of the mean free path concept occurs in the theory of transport processes in systems where there exist gradients of average but local density, local temperature, and/or local velocity. The existence of such gradients causes a transfer of particles, energy or momentum, respectively, from one region of the system to another. [Pg.671]

Mass number Half-hfe Mode of decay Particle Energy, MeV Production method... [Pg.192]

In this decay process, only one particle is emitted and, because energy is conserved, for each level in the daughter nucleus there is a unique a-particle energy. This means that a measurement of the differences in the energies of the a-particles emitted in a radioactive decay gives expHcidy the differences in the energies of the levels in the daughter nucleus. [Pg.448]

Since NRA focuses on inducing specific nuclear reactions, it permits selective observation of certain isotopes. This makes it ideal for tracer experiments using stable isotopes. Generally, there are no overlap or interference effects because reactions have very different Qvalues, and thus different resultant particle energies. This permits the observation of species present at relatively low concentrations. A good example is oxygen and O can be resolved unambiguously, as they are... [Pg.688]

In TOP systems, particle energies are usually determined by SBDs in addition to particle velocities being obtained with a TOP set-up which primarily measures the time needed by a particle to pass the distance between two thin foils 0.5-1 m apart [3.170, 3.171]. The first foil delivers a start signal, the second a stop signal. The stop signal can also be obtained from the SBD, but usually foils provide better timing signals. [Pg.165]

It is customary to separate xc into two parts, a pure exchange and a correlation part although it is not clear that this is a valid assumption (cf. the above discussion of the definition of exchange and correlation). Each of these energies is often written in terms of the energy per particle (energy density), and c-... [Pg.182]

If H is the one-particle energy operator, the total energy operator for non-interacting systems can be written 2a HafaA or 2a The... [Pg.452]

Fig. 12-2. Plot of aa Against K for the Paramagnetic (2) and Antiferromagnetic (3) One-Dimensional Kronig-Penny Potentials. The free particle energy E m is included for the purpose of comparison. Note the discontinuity... Fig. 12-2. Plot of aa Against K for the Paramagnetic (2) and Antiferromagnetic (3) One-Dimensional Kronig-Penny Potentials. The free particle energy E m is included for the purpose of comparison. Note the discontinuity...
If the potential barrier is thick (a is large), the potential barrier is high compared with the particle energy E (Vo E), the mass m of the particle is large, or any combination of these characteristics, then we have... [Pg.56]

Straggling. The essence of RBS is to measure the energy of the scattered beam and to calculate thereby the depth and/or mass from which scattering occurs. Any uncertainty in particle energy leads to a reduction in the precision with which mass and depth analysis can be achieved. [Pg.91]

As noticed from this expression, the CP calculation has to be basically carried out on the quasi-particle picture. Formally, quasi-particle energies and wave functions have to be evaluated by solving... [Pg.84]

Bimolecular reactions with paramagnetic species, heavy atoms, some molecules, compounds, or quantum dots refer to the first group (1). The second group (2) includes electron transfer reactions, exciplex and excimer formations, and proton transfer. To the last group (3), we ascribe the reactions, in which quenching of fluorescence occurs due to radiative and nonradiative transfer of excitation energy from the fluorescent donor to another particle - energy acceptor. [Pg.193]

Energy loss of electrons above 100 MeV is dominated by nuclear encounters producing bremsstrahlung. This process, characterized by the radiation length R within which most of the energy is lost, is independent of particle energy. [Pg.41]

The earlier evaluation of the core radius was in terms of Bohr s impulse condition (see Sect. 2.3.3) at (relatively) high energies. This gives the core radius as 30 A at a particle energy of 10 MeV/amu. For much lower energies, this relation is unrealistic, since electrons ejected in glancing collisions penetrate... [Pg.61]


See other pages where Particle energies is mentioned: [Pg.1828]    [Pg.1830]    [Pg.2208]    [Pg.393]    [Pg.429]    [Pg.310]    [Pg.517]    [Pg.148]    [Pg.28]    [Pg.479]    [Pg.164]    [Pg.165]    [Pg.444]    [Pg.473]    [Pg.215]    [Pg.935]    [Pg.939]    [Pg.260]    [Pg.227]    [Pg.345]    [Pg.56]    [Pg.220]    [Pg.128]    [Pg.303]    [Pg.640]    [Pg.90]    [Pg.25]    [Pg.77]    [Pg.885]    [Pg.545]    [Pg.573]    [Pg.67]    [Pg.104]    [Pg.104]    [Pg.107]   
See also in sourсe #XX -- [ Pg.264 ]

See also in sourсe #XX -- [ Pg.65 ]




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Absorbing particles energy absorption

Accelerators, high energy particle

Alpha particle emission energy

Alpha particle energy spectrum

Alpha particles energies

Analysis of charged particles for charge, mass and energy

Atomic Particles, Photons and the Quantization of Electron Energies Heisenbergs Uncertainty Principle

Attractive energy between fines particles

Attractive interaction energy polymer-coated particles

Average particle energy

Beta particle average energy

Beta particle emission energy

Beta particle energy spectrum

Beta particles energies

Bombardment of nuclei by high-energy a-particles and neutrons

Calorimeter high-energy particle

Characteristics of Type I ELM Energy and Particle Losses from the Core Plasma

Charged particles average energy losses

Charged particles energy loss

Charged particles linear energy transfer

Charged particles, fast-moving, energy losses

Dirac single particle energy

Dissolution dispersal of particle energy

Dynamic particle-hole self energy

Effects induced by irradiation with high-energy photons or particles

Electron energy levels of adsorbed particles

Energy Levels of Charged Particles in Condensed Phases

Energy Loss in the Interaction of Atomic Particles with Solid Surfaces

Energy analysis, flowing particle-fluid system

Energy and Particles

Energy and Quasi-Particle Gap in a Cytosine Stack

Energy between particles during

Energy distribution, of sputtered particles

Energy levels for particle in a box

Energy levels of particle in a box

Energy levels, particle

Energy of Particles Backscattered from Thin and Thick Targets

Energy of a particles

Energy of interaction between particles

Energy particle-like properties

Energy wave-particle duality

Excitation with High Energy Particles

Fluid-particle system energy analysis

Free particle energy equation

Granular flow particle fluctuating velocity energy

High-energy particle

Interaction Forces (Energies) Between Particles or Droplets Containing Adsorbed Non-ionic Surfactants and Polymers

Interaction energy sterically stabilized particles

Kinetic energy of the charged particle

Kinetic energy radioactive particles

Kinetic energy, of particles

Kohn-Sham single-particle energies

Linear energy transfer particle

Low Energy Electron and Particle (Plasma, Corona Discharge)

Many-particle system, energy landscape

Nucleus particle separation energy

One-Particle Model with Square Potential-Energy Wells

Operators free-particle Dirac energy

Particle Velocity and Energy

Particle bombardment energy distributions

Particle energy, interaction probability

Particle in a box energy

Particle in a box energy levels

Particle of energy

Particle turbulent kinetic energy

Particle, polarizable, energy

Particle-hole self-energy

Particles Encountering a Finite Potential Energy

Particles energy transfer

Particles kinetic energy

Particles potential energy

Particles, potential energy function

Phase change particle energy

Potential Energy of Interaction Between Particles and Surfaces

Potential energy of charged particles

Potential energy surface heavy particle transfer

Principal Considerations Related to Energy Transfer from Charged Particles

Quasi-particle energies

Range, of high energy particles

Recoil energy, beta particles

Scaled particle theory, cavity formation free energy calculation

Scaled-particle theory, cavity free energy

Self-Consistent Single-Particle Equations and Ground-State Energies

Self-Energy and Spectral Function for a Core Hole. The Quasi-Particle Picture

Single-Particle Eigenvalues and Excited-State Energies

Single-particle energy

Sputtered particles, energy distribution

Static particle-hole self energy

Surface energy and particle size

The Potential Energy of Interaction Between Particles

The Wave-Particle Duality of Matter and Energy

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