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Density component

In all spent researches the received ratio signal / noise and sensitivity for revealed defects, distribution of material density and the weights of high density components (tungsten, lead, uranium) are well agreed with results of alternate physics-chemical methods of analyses... [Pg.601]

The electrical conductivity O of a gas is defined as the ratio of the current to the field, ie, from the most general form of Ohm s law. Neglecting ion mobihty, this becomes equation 16, which can be written in terms of the current density components ... [Pg.418]

Space Applications. The growth of powder metahurgy in space technology has arisen from the difficulty of handling many materials in conventional fusion-metahurgy techniques, the need for controhed porosity, and the requirement of many special and unique properties (60,61). Powder metahurgy is applied in low density components with emphasis on porous tungsten for W—Ag stmctures, beryhium compounds, titanium and... [Pg.191]

Total mass flow rates are given by the product of volumetric flow multiplied by density. Component mass flows are given by the product of volumetric flow rates multiplied by concentration. [Pg.24]

In the following, we restrict ourselves to quasi two-dimensional current distributions invariant along the z direction, for simplicity [51], Under such conditions we have jz = 0 and dByjdz = dBx/dz = 0. The only finite current density components are then... [Pg.224]

This approach is based on the idea of SD mapping [37, 38] that exploits the linear relationship (Eqs. 1-3) between the measured relaxation parameters and the spectral densities. The spectral density components, 7(0), J(oN), and J(coH) could be determined directly from the relaxation data, J x, R2, and NOE, using the reduced spectral density approach [30, 31] based on the observation that the spectral densities are slowly varying functions of the frequency around wH ... [Pg.290]

Uses Solvent for waxes, greases, and oils separating solids with lower densities component of fire-resistant chemicals geological assaying medicine (sedative) gauge fluid intermediate in organic synthesis. [Pg.194]

The scattering factor of the valence-density component in Eq. (3.16) is obtained by the Fourier transform... [Pg.56]

For a nucleus at R, the peripheral contribution to the potential 0, due to a spherical density component centered at Rj, consists of a point-charge term and a penetration term. The point-charge term is due to the nuclear charge at Rj and the electronic density within the sphere with radius R, — Ry, centered on Rjt which passes through the nucleus i (Fig. 9.1). The penetration terms are due to the electronic charge outside that sphere. They decay exponentially as the distance Rjj = R, — Rj increases (Hirshfeld and Rzotkiewicz 1974). [Pg.198]

To consider magnetic flux density components of IAIV, Q must have the units of weber and R, the scalar curvature, must have units of inverse square meters. In the flat spacetime limit, R 0, so it is clear that the non-Abelian part of the field tensor, Eq. (6), vanishes in special relativity. The complete field tensor F vanishes [1] in flat spacetime because the curvature tensor vanishes. These considerations refute the Maxwell-Heaviside theory, which is developed in flat spacetime, and show that 0(3) electrodynamics is a theory of conformally curved spacetime. Most generally, the Sachs theory is a closed field theory that, in principle, unifies all four fields gravitational, electromagnetic, weak, and strong. [Pg.470]

At gas densities where three-body spectral components are just discernible, one might expect that induced spectra consist of a superposition of two- and three-body components whose intensities vary proportionally to density squared and cubed, respectively. At still higher densities, components might appear whose N-body nature would be revealed by their intensity variations proportional to gN (N > 3). At elevated densities, analyses of collision-induced absorption spectra have indeed revealed the presence of spectral components of an intensity that varies according to qn, with N = 3 and, in a few cases using higher densities, with N > 3. [Pg.72]

These fields are regarded as independent functions in the method of functional variation. In developing their concept of a magnetic monopole, t Hooft and Polyakov identified cj> with a scalar component of the electromagnetic field, a component that they denoted F [46]. It is convenient for our purposes to identify <() with a scalar component B of the electromagnetic field in the vacuum. Therefore, there are two independent magnetic flux density components ... [Pg.25]

Duda, G., Gelmini, G., Gondolo, P, Edsjo, J., Silk, J. 2003. Indirect detection of a subdominant density component of cold dark matter, Phys. Rev. D67, 023505... [Pg.329]

Thus it may produce the transitional densities of the alg, egc, and tluz symmetries. At this point selection rules pertinent to the frontier orbitals approximation enter for the 12-electron complexes the symmetries of the frontier orbitals are Th = eg and Tl = ai3, the tensor product Th <8> TL = eg aig = eg contains only the irreducible representation eg so that the selection rules allow only the density component of the egc symmetry to appear. In its turn this density induces additional deformation of the same symmetry. That means that in the frontier orbitals approximation, only the elastic constant for the vibration modes of the symmetry eg is renormalized. This result is to be understood in terms of individual nuclear shifts of the ligands in the trans- and cis-positions relative to the apical one. They, respectively, are ... [Pg.309]

Fig. 5.3. Decomposition of Av (total) into its density component (5.8) (dens) and the functional contribution (5.9) (fctl) LDA-results for neutral Hg. Also shown are some characteristic -values... Fig. 5.3. Decomposition of Av (total) into its density component (5.8) (dens) and the functional contribution (5.9) (fctl) LDA-results for neutral Hg. Also shown are some characteristic -values...
Electrophoretic separation of a group of macromolecules (proteins, for example) is performed by placing a high density solution of the protein mixture on top of the gel. This solution, usually containing glycerol as the high density component, is used to prevent mixing the sample with the upper reservoir buffer which is in contact with the acrylamide gel surface. At pH 9, a commonly used pH for electrophoresis, most proteins are... [Pg.201]


See other pages where Density component is mentioned: [Pg.601]    [Pg.418]    [Pg.761]    [Pg.16]    [Pg.224]    [Pg.225]    [Pg.372]    [Pg.123]    [Pg.94]    [Pg.268]    [Pg.302]    [Pg.59]    [Pg.59]    [Pg.102]    [Pg.207]    [Pg.14]    [Pg.181]    [Pg.438]    [Pg.113]    [Pg.100]    [Pg.22]    [Pg.533]    [Pg.139]    [Pg.139]    [Pg.139]    [Pg.85]    [Pg.624]    [Pg.41]    [Pg.73]    [Pg.126]    [Pg.779]    [Pg.779]    [Pg.199]    [Pg.42]   
See also in sourсe #XX -- [ Pg.102 ]




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Beijing four-component density functional program

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Component density, computer-simulated

Component fluid-phase mass density

Components increasing densities

Microcircuits component density

Probability density functions components

Two-Component Electron Density Distribution

Two-component relativistic density functional

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