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Path of

Inertial collectors. In inertial collectors, an object is placed in the path of the gas. An example is shown in Fig. 11.1. While the gas passes around the shutters, particles with sufficiently high inertia impinge on them and are removed from the stream. Only particles in excess of 50/um can reasonably be removed. Like gravity settlers, inertial collectors are widely used as prefilters. [Pg.302]

The variation of Bq causes all ions to pass sequentially in front of the exit slit behind which is positioned the photomultiplier detector. The pressure in the apparatus is held at 10 torr in order to achieve mean free paths of ions sufficiently high that all ions emitted from the source are collected. [Pg.48]

If the sample is placed in the path of the infrared beam, usually between the source and the monochromator, it will absorb a part of the photon energy having the same frequency as the vibrations of the sample molecule s atoms. The comparison of the source s emission spectrum with that obtained by transmission through the sample is the sample s transmittance spectrum. [Pg.57]

The last modification in the Rayleigh integral concerns the delay of propagation between the two points which is simply the time taken by the energy to propagate along the path of stationary phase. It is denoted T and given by,... [Pg.737]

We are now going to use this distribution fiinction, together with some elementary notions from mechanics and probability theory, to calculate some properties of a dilute gas in equilibrium. We will calculate tire pressure that the gas exerts on the walls of the container as well as the rate of eflfiision of particles from a very small hole in the wall of the container. As a last example, we will calculate the mean free path of a molecule between collisions with other molecules in the gas. [Pg.667]

We consider the motion of a large particle in a fluid composed of lighter, smaller particles. We also suppose that the mean free path of the particles in the fluid, X, is much smaller than a characteristic size, R, of the large particle. The analysis of the motion of the large particle is based upon a method due to Langevin. Consider the equation of motion of the large particle. We write it in the fonn... [Pg.687]

Persson M, Wiizen L and Andersson S 1990 Mean free path of a trapped physisorbed hydrogen moiecuie Phys. Rev. B 42 5331... [Pg.916]

Molecular beam sample introduction (described in section (Bl.7.2)). followed by the orthogonal extraction of ions, results in improved resolution in TOP instruments over eflfrisive sources. The particles in the molecular beam typically have translational temperatures orthogonal to the beam path of only a few Kelvin. Thus, there is less concern with both the initial velocity of the ions once they are generated and with where in the ion source they are fonned (since the particles are originally confined to the beam path). [Pg.1354]

Such ideal low mean free paths are the basis of FEED, the teclmique that has been used most for detennining surface structures on the atomic scale. This is also the case of photoelectron diffraction (PD) here, the mean free path of the emitted electrons restricts sensitivity to a similar depdi (actually double the depth of FEED, since the incident x-rays in PD are only weakly adenuated on this scale). [Pg.1755]

Because a set of binding energies is characteristic for an element, XPS can analyse chemical composition. Almost all photoelectrons used in laboratory XPS have kinetic energies in the range of 0.2 to 1.5 keV, and probe the outer layers of tire sample. The mean free path of electrons in elemental solids depends on the kinetic energy. Optimum surface sensitivity is achieved with electrons at kinetic energies of 50-250 eV, where about 50% of the electrons come from the outennost layer. [Pg.1854]

A more accurate calculation will account for differences in the energy dependent mean free paths of the elements and for the transmission characteristics of the electron analyser (see [7]). [Pg.1855]

The strong point of AES is that it provides a quick measurement of elements in the surface region of conducting samples. For elements having Auger electrons with energies hr the range of 100-300 eV where the mean free path of the electrons is close to its minimum, AES is considerably more surface sensitive than XPS. [Pg.1859]

The first technique is very intuitive. Out of the few proteins that could be crystallized in a number of different conformations, adenylate kinase is probably the best-studied example. By combining nine observed crystal structures and interpolating between them, a movie was constructed that visualized a hypothetical path of its hinge-bending transition (jVonrhein et al. 1995]). [Pg.67]

A single calculation of the discrete path integral with a fixed length of time t can be employed to compute the state conditional probability at many other times. It is possible to use segments of the path of time length At, 2At,..., NAt sampled in trajectories of total length of NAt and to compute the corresponding state conditional probabilities. The result of the calculations will make it possible to explore the exponential relaxation of P Ao B,t) for times between 0 and t. [Pg.278]

The path of III inimurn poLcriLial energy that connects reacianis and products is known as ihe rearium rnonlinatr. [Pg.14]

In molecular distillation, the permanent gas pressure is so low (less than 0 001 mm. of mercury) that it has very little influence upon the speed of the distillation. The distillation velocity at such low pressures is determined by the speed at which the vapour from the liquid being distilled can flow through the enclosed space connecting the still and condenser under the driving force of its own saturation pressure. If the distance from the surface of the evaporating liquid to the condenser is less than (or of the order of) the mean free path of a molecule of distillate vapour in the residual gas at the same density and pressure, most of the molecules which leave the surface will not return. The mean free path of air at various pressures is as follows —... [Pg.120]


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Appendix C Tracking the continuity of molecular orbitals along a nuclear path

Biorefinery Networks and Identification of the Optimal Processing Paths

Calculation of Classical Fluctuation Path

Comparison of Aqueous-Phase S(IV) Oxidation Paths

Computed C2 reaction path for dimerization of cyclopropene

Construction of Path Integral

Construction of ray paths

Counting of Paths

Crystal Structural Screening and Studies of Conduction Paths

Determination of the reaction path

Determining the path of steepest ascent

Developmental path in parameter space a molecular basis for the ontogenesis of cAMP oscillations

Diffusion of Isobutane in Silicalite studied by Transition Path Sampling

Diffusion path of oxide ions

Discussion of Value Path Results

Discussion of the U-Shape Flow Paths Model

Ensembles of paths

Evolving Paths of Learning

Exact Simulation of Sample Paths

Example Application of the Critical Path Method

Femtosecond studies of the entire reaction path

Free Path and Related Properties of Gases

Generalization of path-branching representation for arbitrary optical and nonadiabatic transitions

Generation of Alternate Paths, Reaction Cubes

Geometry of branching paths

Initialization of the reaction path dynamics

Karstic Systems Paths of Preferred Flow

Mapping the Path of Carbon

Materials of construction oxidation heatup paths

Mean Free Path of an Aerosol Particle

Mean Free Path, Diffusion, and Effusion of Gases

Mean free path and number of collisions between molecules

Mean free path of a gas

Mean free path of electrons

Mean free path of electrons in metal

Mean free path of gas molecules

Mean free path of gases

Mean free path of molecules

Mean free path of phonon

Mean free path of the electrons

Number of paths

Numerical examples of branching paths and transition probability

On the Definition of a Reaction Path (RP)

Optical path difference of the interferometer

Path Dependent Mixing of Boiling Cryogenic Liquids

Path Integral Representation of S-matrix

Path Integral over Variables of Normal Motion

Path length, of cuvettes

Path of Concentration

Path of Insight

Path of minimum energy

Path of steepest ascent

Path of steepest descent

Paths of exposure

Potential Drops in Different Phases of the Current Path

Practical Computation of Photochemical Reaction Paths

Research paths leading to the future of E-Textiles

Selection of Flow Path

Selectivity and the concept of alternative reaction paths

Shift of Integral Path Laplace Transform

Significance of Heatup Path Position and Slope

The Path of Carbon in Photosynthesis

The Second Law Optimal Path of Operation

The Traditional Model of U-Shape Flow Paths

The path of chemical reactor development

Various Racemization Paths of Bulkier Alkyl Groups

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