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The core

Upon arrival in the laboratory the core will be sectioned (one third two thirds) along its... [Pg.126]

A hole section which has been cored will subsequently be logged using wireline tools (see later in this section). A gamma ray (GR) measurement will be taken from the core itself, thus allowing calibration of wireline logs with core data. [Pg.129]

For direct measurement from core samples, the samples are mounted in a holder and gas is flowed through the core. The pressure drop across the core and the flowrate are measured. Providing the gas viscosity (ji) and sample dimensions are known the permeability can be calculated using the Darcy equation shown below. [Pg.151]

A method has been worked out for eddy current testing of surfaces and surface cracks or corrosion under dielectric or non-magnetic metal layer of up to 10 mm. The method is based on excitation of eddy currents by a coil with U - type core and information reading by a sensitive gradientometric element located on a axis of symmetry of the core (fig. 1). [Pg.283]

Fig. 6, aB-scan of a 15 mm thick sandwich with Nomex cores and GFRP-skins, shows clearly the depth of the two defects in the core [4]. A HILL-SCAN 3010 board and a broadband probe (0,8 to 3 MHz) were used. In regions without defects, the backwall-echo is indicated. [Pg.859]

The RCCA s (32 to 52 assemblies in the core), regulate the neutron flux in the reactor, and are used for emergency shutdown of the reactor activity. In normal working conditions, the RCCA s are suspended above the fuel elements. [Pg.1006]

The first reliable energy band theories were based on a powerfiil approximation, call the pseudopotential approximation. Within this approximation, the all-electron potential corresponding to interaction of a valence electron with the iimer, core electrons and the nucleus is replaced by a pseudopotential. The pseudopotential reproduces only the properties of the outer electrons. There are rigorous theorems such as the Phillips-Kleinman cancellation theorem that can be used to justify the pseudopotential model [2, 3, 26]. The Phillips-Kleimnan cancellation theorem states that the orthogonality requirement of the valence states to the core states can be described by an effective repulsive... [Pg.108]

In the pseiidopotential construction, the atomic wavefrmctions for the valence electrons are taken to be nodeless. The pseiido-wavefrmction is taken to be identical to the appropriate all-electron wavefimction m the regions of interest for solid-state effects. For the core region, the wavefimction is extrapolated back to the... [Pg.110]

There are complicating issues in defmmg pseudopotentials, e.g. the pseudopotential in equation Al.3.78 is state dependent, orbitally dependent and the energy and spatial separations between valence and core electrons are sometimes not transparent. These are not insunnoimtable issues. The state dependence is usually weak and can be ignored. The orbital dependence requires different potentials for different angular momentum components. This can be incorporated via non-local operators. The distinction between valence and core states can be addressed by incorporating the core level in question as part of the valence shell. For... [Pg.112]

Figure Al.3.22. Spatial distributions or charge densities for carbon and silicon crystals in the diamond structure. The density is only for the valence electrons the core electrons are omitted. This charge density is from an ab initio pseudopotential calculation [27]. Figure Al.3.22. Spatial distributions or charge densities for carbon and silicon crystals in the diamond structure. The density is only for the valence electrons the core electrons are omitted. This charge density is from an ab initio pseudopotential calculation [27].
Note that in core-level photoelectron spectroscopy, it is often found that the surface atoms have a different binding energy than the bulk atoms. These are called surface core-level shifts (SCLS), and should not be confiised with intrinsic surface states. Au SCLS is observed because the atom is in a chemically different enviromuent than the bulk atoms, but the core-level state that is being monitored is one that is present in all of the atoms in the material. A surface state, on the other hand, exists only at the particular surface. [Pg.293]

For hard spheres of diameter a, the PY approximation is equivalent to c(r) = 0 for r > o supplemented by the core condition g(r) = 0 for r < o. The analytic solution to the PY approximation for hard spheres was obtained independently by Wertheim [32] and Thiele [33]. Solutions for other potentials (e.g. Leimard-Jones) are... [Pg.479]

Caging is an important property in solution and msight mto this phenomenon has been obtained by studying photodestniction of BrJ(M), and I7 (Mjjrclusters, where M is a ligand such as Ar or CO2. When the core is... [Pg.816]

This treatment may be extended to spheres core-shell structure. If the core density is p 0 to fp the shell density is p2 in the range o density of the surrounding medium is Pq, th of the structure factor becomes... [Pg.1395]

Bdttcher B, Wynne S A and Crowther R A 1997 Determination of the foid of the core protein of hepatitis B virus by eiectron cryomicroscopy Nature 386 88-91... [Pg.1651]

The orbitals from which electrons are removed can be restricted to focus attention on the correlations among certain orbitals. For example, if the excitations from the core electrons are excluded, one computes the total energy that contains no core correlation energy. The number of CSFs included in the Cl calculation can be far in excess of the number considered in typical MCSCF calculations. Cl wavefimctions including 5000 to 50 000 CSFs are routine, and fimctions with one to several billion CSFs are within the realm of practicality [53]. [Pg.2176]

Additionally, the simnlations suggest that the solid part of the core has the hep crystal structure, contrary to that inferred from experiments at lower pressure and temperature. [Pg.2276]

In otlier words, tire micelle surface is not densely packed witli headgroups, but also comprises intennediate and end of chain segments of tire tailgroups. Such segments reasonably interact witli water, consistent witli dynamical measurements. Given tliat tire lifetime of individual surfactants in micelles is of tire order of microseconds and tliat of micelles is of tire order of milliseconds, it is clear tliat tire dynamical equilibria associated witli micellar stmctures is one tliat brings most segments of surfactant into contact witli water. The core of nonnal micelles probably remains fairly dry , however. [Pg.2587]

Graded index stmctures allow greater control over fibre characteristics. In these stmctures, the core has a variable... [Pg.2870]

The cores of the spiral waves need not be stationary and can move in periodic, quasi-periodic or even chaotic flower trajectories [42, 43]. In addition, spatio-temporal chaos can arise if such spiral waves break up and the spiral wave fragments spawn pairs of new spirals [42, 44]. [Pg.3066]

Almost all chemical information systems work with tlicir own special type of connection table. They often use various formats distinguishing between internal and external connection tables. In most cases, the internal connection tables arc redundant, thus allowing maximum flexibility and increasing the speed of data processing. The external connection tables are usually non-redundant in order to save disk space. Although a connection table can be cprcsented in many different ways, the core remains the same the list of atoms and the list of bonds. Thus, the conversion of one connection table format into another is usually a fairly straightforward task. [Pg.42]

Hash codes of molecules which are already pre-computed are suitable for use in fiill structure searches in database applications. The compression of the code of a chemical structure into only one number also makes it possible to compute in advance the transformation results for a whole catalog. The files can be stored and kept complete in the core memory during execution of the program, so that a search can be accomplished within seconds. [Pg.75]


See other pages where The core is mentioned: [Pg.126]    [Pg.126]    [Pg.156]    [Pg.437]    [Pg.584]    [Pg.611]    [Pg.755]    [Pg.803]    [Pg.998]    [Pg.277]    [Pg.108]    [Pg.108]    [Pg.109]    [Pg.112]    [Pg.493]    [Pg.815]    [Pg.1107]    [Pg.1469]    [Pg.1858]    [Pg.2171]    [Pg.2222]    [Pg.2276]    [Pg.2589]    [Pg.2594]    [Pg.2658]    [Pg.2870]    [Pg.2871]    [Pg.3067]    [Pg.49]   


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A Moving Boundary Problem The Shrinking Core Model

A5-1 Analysis of the core without refrigeration

Adding Additional Rings to the Carbohydrate Core Access via (SPIRO) Annulation Domino Processes

Carbon in the core

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

Choice of the core

Core Competency and the Supply Chain

Core carbon atoms the relevance of metal carbides

Core of the atom

Core of the game

Core-Box Modeling in the Biosimulation of Drug Action

Core-Shell Effect on the Magnetic Properties in Superparamagnetic Nanosystems

Design Bridging the Dirhodium Core

Dihydroxyacetone Phosphate-Dependent Aldolases in the Core of Multi-Step Processes

Electron Tunneling Across the Membrane Core

Flux and power in axial segments of the reactor core

Fraction of modal power in the core

Functional Groups that Terminate the Core Structure

HMGN proteins with the nucleosome core particle

Heavy Metals and Organic Pollutants in the Sediment Cores

Metals in the Core

Models Based on the Core-Annular Flow Structure

Modification of the Core Repulsion Function

Operational data for the biofiltration of a cold-box core-making off-gas

Penetration, of the core

Radionuclides from the core melt - concrete interaction

Selecting the Core Material and Style

Selection of the Core and Shell Materials

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

Storage of noble gases in the core

Structural Details of the Dislocation Core

Structure of the core histones

The 12,4 Hard-Core Potential Model

The Bent-Core (Banana) Phases

The Byrd-Station Ice Core

The Core Approach to Cloning

The Core ECG Lab

The Core and Valence Hole Spectra of Ethylene

The Core and Valence Level Spectrum of Acetylene

The Core-Valence Separation in Real Space

The Empty-Core Pseudopotential

The Frozen-Core Approximation

The Hamiltonian and relativistic effective core potentials

The Incredible Shrinking Core

The Method of Explicit Core-Valence Orthogonality

The Shrinking Core Model

The Vostok Core

The amyloid core

The core particle

The core structure

The ice core record

The reactor core

The turbulent core

Thermal balance for the microwave drying of cores

Understanding the core principles of mass spectrometry

Unique Core Molecules from the Output of

University-industry relationships the core topics

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