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In localization

Anumber of defects with manual inspection indications clarified by AUGUR 4.2 records have been accepted for further operation in 1996 with prescription of next year AUGUR 4 2 inspection. Based on two consecutive inspections (1996-97 years) comparative analysis of AUGUR 4.2 data was executed. It was shown that the flaw configurations, reproduced by AUGUR 4.2 are stable and the small differences are conditioned only by system thresholds of linear coordinate and signal amplitude as well as variations in local conditions of in-site inspection. [Pg.196]

An explicit expression for the coefficient of shear viscosity can be obtained by assuming the system is in local themiodynamic equilibrium and using the previously derived expression for X and v. Thus we obtain... [Pg.675]

Single molecules also have promise as probes for local stmcture when doped into materials tliat are tliemselves nonfluorescent. Rlrodamine dyes in botli silicate and polymer tliin films exliibit a distribution of fluorescence maxima indicative of considerable heterogeneity in local environments, particularly for the silicate material [159]. A bimodal distribution of fluorescence intensities observed for single molecules of crystal violet in a PMMA film has been suggested to result from high and low viscosity local sites witliin tire polymer tliat give rise to slow and fast internal conversion, respectively [160]. [Pg.2500]

Isaacs FI S, Bertocci U, Kruger K and Smialowska S (eds) 1990 Advances in Localized Corrosion (Flouston, TX NACE)... [Pg.2738]

Natishan P M, Kelly A G, Frankel G S and Newman R (eds) 1996 Critical Factors in Localized Corrosion II Proc. vol 95-15 (Pennington, NJ Electrochemical Society)... [Pg.2738]

We consider a two state system, state A and state B. A state is defined as a domain in phase space that is (at least) in local equilibrium since thermodynamic variables are assigned to it. We assume that A or B are described by a local canonical ensemble. There are no dark or hidden states and the probability of the system to be in either A or in B is one. A phenomenological rate equation that describes the transitions between A and B is... [Pg.276]

In local coordinates, the constraint is r s 1, so equations (12) simplify directly into... [Pg.289]

The constrained equations of motion in cartesian eoordinates can be solved by the SHAKE or (the essentially equivalent) RATTLE method (see [8]) which requires the solution of a non-linear system of equations in the Lagrange multiplier funetion A. The equivalent formulation in local coordinates ean still be integrated by using the explicit Verlet method. [Pg.289]

Note that, in loeal eoordinates. Step 2 is equivalent to integrating the equations (13). Thus, Step 2 can either be performed in loeal or in eartesian coordinates. We consider two different implicit methods for this purpose, namely, the midpoint method and the energy conserving method (6) which, in this example, coineides with the method (7) (because the V term appearing in (6) and (7) for q = qi — q2 is quadratie here). These methods are applied to the formulation in cartesian and in local coordinates and the properties of the resulting propagation maps are discussed next. [Pg.289]

To obtain the unconditional stability of the midpoint method in local coordinates, one would have to consider the decoupling transformation from cartesian to local coordinates for the discrete variables etc. But this transformation, which for the continuous variables is not constant, necessarily is in error which depends on k, not e. The stability properties of the discrete dynamical systems obtained by the midpoint discretization in the different sets of coordinatc.s may therefore be significantly different when it 3> e [3]. [Pg.291]

Unfortunately, discretization methods with large step sizes applied to such problems tend to miss this additional force term [3]. Furthermore, even if the implicit midpoint method is applied to a formulation in local coordinates, similar problems occur [3]. Since the midpoint scheme and its variants (6) and (7) are basically identical in local coordinates, the same problem can be expected for the energy conserving method (6). To demonstrate this, let us consider the following modified model problem [13] ... [Pg.293]

Otieriched dynam ics can trap structures in local minima. I o prevent this problem, you can cool the system slowly to room temperature or some appropriate lower temperature. I heu run room letTiperature m olecti lar dyn am ics sim ulation s to search for con formations that have lower energies, closer to the starting structure. Cooling a structure slowly is called simulated annealing. [Pg.79]

The search for the bisindole derivatives (22) was originally (81) initiated on the basis of folklore. A brew made from Jamacian periwinkle had estabhshed itself in local medicine as a treatment for diabetes and it was this material that was investigated and found to contain the cytotoxic compounds (22), among others. No materials useful in the treatment of diabetes have been reported from this source. [Pg.552]

Naphtha desulfurization is conducted in the vapor phase as described for natural gas. Raw naphtha is preheated and vaporized in a separate furnace. If the sulfur content of the naphtha is very high, after Co—Mo hydrotreating, the naphtha is condensed, H2S is stripped out, and the residual H2S is adsorbed on ZnO. The primary reformer operates at conditions similar to those used with natural gas feed. The nickel catalyst, however, requires a promoter such as potassium in order to avoid carbon deposition at the practical levels of steam-to-carbon ratios of 3.5—5.0. Deposition of carbon from hydrocarbons cracking on the particles of the catalyst reduces the activity of the catalyst for the reforming and results in local uneven heating of the reformer tubes because the firing heat is not removed by the reforming reaction. [Pg.420]

The number of known cytokines, as well as the diversity of biological functions, have led to a very complex and often confusing picture of the immunologic and nonimmunologic processes involved. The role of cytokiaes in local or systemic homeostatic mechanisms related to physiological functions may be utilized therapeutically for treatment of cancer and a variety of other diseases (2). Pharmaceutical research and development efforts surrounding lL-1 are typical examples of the cytokine inhibition approach to chronic inflammation research (2). [Pg.32]

Tanning of hides by any of the primitive methods was a dirty job withHttle assurance of success. The tanner was a speciaUst generating little respect in the community. In some parts of the world, this ancient prejudice against tanners exists even as of this writing (ca 1994). The tanner in primitive societies was limited to making leather using the hides or skins available locally. Tanning materials were also limited to those in local supply. Techniques were dependent on the climate as well as avadabihty of materials. The leather made was for local needs. [Pg.80]

The key to solving these problems is to design the vessel for a mass flow pattern. This involves consideration of both the hopper angle and surface finish, the effect of inserts used to introduce gas and control the soHds flow pattern, and sizing the outlet valve to avoid arching and discharge rate limitations. In addition, the gas or Hquid must be injected such that the soHd particles ate uniformly exposed to it, and flow instabiHties such as fluidization in localized regions are avoided. [Pg.561]

The evolution in the world production of asbestos fibers since 1950 is illustrated in Table 5 (5) after a peak near 1980, production leveled off after 1985 at 4.2 4.3 X 10 t. Changes in the production of the two main producers, Canada and the former USSR, over the same period are also illustrated. These figures show a substantial decrease in the Canadian production with a concomitant increase in the former USSR production. During recent years, several other countries, namely Brazil, Zimbabwe, and China, have substantially increased their production of chrysotile. Most of China s production, as well as the limited production of many other countries, is used in local industrial appHcations. South Africa is the only country where the three main types of asbestos are produced (chrysotile, crocidoHte, and amosite), and the only significant producer of amphibole fibers. [Pg.352]

Softwood plywood is usually used for constmction appHcation and is the type commonly found in local lumber and home center stores. The face pHes are generally fir. Shipments in 1989 were estimated at 5.02 bUHon. The Pacific Northwest represented 42% of the total whereas 36% came from the South. [Pg.318]

Medical Uses. A significant usage of chelation is in the reduction of metal ion concentrations to such a level that the properties may be considered to be negligible, as in the treatment of lead poisoning. However, the nuclear properties of metals may retain then full effect under these conditions, eg, in nuclear magnetic resonance or radiation imaging and in localizing radioactivity. [Pg.393]

Repeated or prolonged contact with the skin, especially under clothing, may result in local irritation and inflammation, and at elevated temperatures such as in the presence of an open flame, chloroform decomposes to form by-products, including phosgene, chlorine, and hydrogen chloride, all of which are severe irritants to the respiratory tract. [Pg.527]

Figure 5 shows conduction heat transfer as a function of the projected radius of a 6-mm diameter sphere. Assuming an accommodation coefficient of 0.8, h 0) = 3370 W/(m -K) the average coefficient for the entire sphere is 72 W/(m -K). This variation in heat transfer over the spherical surface causes extreme non-uniformities in local vaporization rates and if contact time is too long, wet spherical surface near the contact point dries. The temperature profile penetrates the sphere and it becomes a continuum to which Fourier s law of nonsteady-state conduction appfies. [Pg.242]


See other pages where In localization is mentioned: [Pg.293]    [Pg.91]    [Pg.96]    [Pg.293]    [Pg.291]    [Pg.291]    [Pg.226]    [Pg.194]    [Pg.59]    [Pg.64]    [Pg.95]    [Pg.408]    [Pg.232]    [Pg.134]    [Pg.140]    [Pg.249]    [Pg.324]    [Pg.445]    [Pg.87]    [Pg.97]    [Pg.440]    [Pg.473]    [Pg.485]    [Pg.385]    [Pg.126]    [Pg.226]    [Pg.359]    [Pg.1085]   
See also in sourсe #XX -- [ Pg.367 ]




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Abundances in Local Group Dwarf Elliptical Galaxies

Adaptive Immunity Is Needed to Control Local Innate Response in the CNS

Analysis in Local Symmetry

Behavior and Local Structure of Surface Sites in Microporous Silicoaluminophosphates

Behavior and Local Structure of Surface Sites in Zeolites

Biogeochemical mapping for environmental risk assessment in continental, regional and local scales

Bonding in Complex Ions The Localized Electron Model

Bound states in a local, central potential

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E Resistance Coefficient of a Particle in Non-Local Fluid

Electron Localization and Femtosecond Nonlinear Optical Responses in Liquids

Elschner and A. Loidl, Electron-spin resonance on localized magnetic moments in metals

Equivalent reaction of a linear subset in local pseudo-steady state mode

First Attempts to Localize Steroid Hormones in the Adrenal Cortex, Gonads, and Placenta

Ga localizing in

Hartree-Fock level in the context of local-scaling transformations

Importance of various funding streams to local regeneration in the Irish border region

Incremental Scheme for Local Correlation in Periodic Systems

Instantaneous Localized Sources in Infinite Media

Local Multipole Expansions in MD Simulations

Local Packing Effects in Melts

Local Structural Analyses of Molten Thorium Fluoride in Mono- and Divalent Cationic Fluorides

Local Tissue Tolerance in Pharmaceutical

Local composition and preferential solvation in electrolyte solutions

Local composition and preferential solvation in two-component systems

Local maxima in

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Localization of BLI in solid lipid nanoparticles

Localization of alkaloids in the plant

Localized Pattern in Networks with Lengyel-Epstein Kinetics

Localized bonds in clusters

Localized moments in metals

Localized) Bonds in Hydrides Revisited

Molecular Migrations in the Absence of Severe Local Pressure

NMR studies of local dynamics in longitudinal liquid crystal polymers

NMR studies of local dynamics in side chain thermotropic polymers

NMR studies of local motions in fast protonic conductors

Near-Field Optical Imaging of Localized Plasmon Resonances in Metal Nanoparticles

Nitric Oxide Synthase Localization in the Carotid Body and Petrosal Ganglion

Orbital vs. Density Electronic Localization in Bonding

Patterns in localized chemical bonds

Problems of Neutron Population in Localized Absorbers

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Procedure 7-5 Stresses in Spherical Shells from External Local Loads

Quantum fluctuations in the local model

Relativistic electron in a local, central potential

Silica localization in rubber blends

Spin Relaxation and Local Motion in a Dissolved Aromatic Polyformal

Steady States and Local Stability in CSTR

Symmetry Exploitation in Local MP2 Method for Periodic Systems

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