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Stale diagram

The oxoacids of P are dearly very different structurally from those of N (p. 459) and this difference is accentuated when the standard reduction potentials (p. 434) and oxidation-stale diagrams (p. 437) for the two sets of compounds are compared. Some reduction potentials ( /V) in acid solution are in Table 12.8 (p. 513) and these are shown schematically below, together with the corresponding data for alkaline solutions. [Pg.511]

Figure 4.4. (A) Stale diagram showing the loss of excitation energy via radiationless decay through the d-d state. (B) Temperature dependence of the lifetime of Ru(bpy)ji+ in a micellar media. The solid line is the best fit using a thermally activated deactivation via the d-d state. (Reprinted from Ref. 15 with permission. Copyright 1986 American Chemical Society.)... Figure 4.4. (A) Stale diagram showing the loss of excitation energy via radiationless decay through the d-d state. (B) Temperature dependence of the lifetime of Ru(bpy)ji+ in a micellar media. The solid line is the best fit using a thermally activated deactivation via the d-d state. (Reprinted from Ref. 15 with permission. Copyright 1986 American Chemical Society.)...
Roos, Y. 1995. Characterization of food polymers using stale diagrams. J. Food Eng. 24(3) 339-360. [Pg.22]

Figure J.2J. Stale diagram of a one-component system in the coordinates F-V ACD is the binodal of liquid-vapour phase equilibria, Ee and Ff are portions of the binodal of crystal-liquid phase equilibria, CL and DM are portions of the binodal of crystal-vapour phase equilibria (no corresponding surface defined by Equation 1.2-33 is shown in Figure 1.20), BCC is the spinodal of the liquid-vapour phase transition, Kj is the spinodal of the crystal-liquid phase transition, GAD is the straight line of three-phase (vapour-liquid-cryslal) equilibrium at the triple point (Kirilin ct al., 1983 Skripov and Koverda, 1984)... Figure J.2J. Stale diagram of a one-component system in the coordinates F-V ACD is the binodal of liquid-vapour phase equilibria, Ee and Ff are portions of the binodal of crystal-liquid phase equilibria, CL and DM are portions of the binodal of crystal-vapour phase equilibria (no corresponding surface defined by Equation 1.2-33 is shown in Figure 1.20), BCC is the spinodal of the liquid-vapour phase transition, Kj is the spinodal of the crystal-liquid phase transition, GAD is the straight line of three-phase (vapour-liquid-cryslal) equilibrium at the triple point (Kirilin ct al., 1983 Skripov and Koverda, 1984)...
Using this glossary and the scaling rules cstablishod for general-type systems, a group of French scientists (Saclay) advanced a stale diagram for the system P+LMWL. [Pg.573]

The Stale Correlation Diagram (SCD) approach introduced by Shaik and Pross96 appears similar in some respects. However, the LUMO, HOMO and the first two exciled stales are considered, (refer Figure 1.5)4,53 Thus, if we consider the interaction of the radical with the olefin in its ground (singlet) state (R + C=C ) and excited (triplet) state (R + C=CJ) and two charge transfer... [Pg.27]

Cornel l ihe information inio a Lalimer diagram for ihe element. M. i ami eommenl on ihe redox properlies of Ihe various oxidation stales. [Pg.94]

Figure 6.4 A volt-equivalent diagram for the water-soluble stales of nitrogen at pH = 0... Figure 6.4 A volt-equivalent diagram for the water-soluble stales of nitrogen at pH = 0...
In the statement of the result of the decomposition, Dumas pud Gmelin agree precisely they differ, however, as to the mode by which the result is obtained. Liebig shows the action of charcoal upon sulphate of soda to be far more complex than as staled by Gmelin, aud gives the following diagram in elucidation of his viewe >—... [Pg.923]

This graph conveys the same important information given by the energy level diagram The number Of stales (molecular orbitals) generated by the linear combination of atomic orbitals in Eq. 7.3 is not evenly distributed over the energy range, but is densest at the bottom and top. The number of stales in the interval E+ dEis known as the density of states (DOS) ... [Pg.152]

A second selection rule states that anv transition for which S 0 is forbidden, i.e.. in order to be allowed, a transition must involve no change in spin stale. Looking at the correlation diagram for a d configuration in an octahedral field (Fig. 11.35). we note that the ground stale has a multiplicity of 3 (5 = I) and that there are three excited stales with this same multiplicity 372) . and Ttu (from the 3P). Thus we can envision three transitions that are spin allowed ... [Pg.231]

To explain the very different behavior of real gases, the model must be modified. Suppose the molecular volume is small but not negligible. In stales of high compression, where the total molecular volume becomes of the order of the volume available 10 the gas. the free space available to the molecules is only a Traction of what it would be in a perfect gas. and thus the real gas is much harder to compress than Ihe perfect gas. This explains the low compressibility of dense gases and liquids (diagram). [Pg.429]

Kl< . 3.6. Activity-ratio diagrams at pi I 5 and 6 for the same set of solid phases as described in Fig. 3.5. Open circles represent initial stales, whereas filled circles represent the subsequent stales after did days of equilibration (dotted "reaction paths" link these two kinds of data point). (Data from May et al.1 )... [Pg.107]

FIGURE 8-4 Schematic diagram of the stales of matter for polymeric materials. [Pg.207]

While the state correlation diagram for the 2s + 2s reaction (Figure 15.13) indicates that the photochemical reaction should be allowed (and cyclobutanes are indeed observed as one of the products from such reactions), the implication that the product ends up in an excited stale is not correct. Although the reaction starts out on the excited" surface, it will at... [Pg.190]

From the genenil form of the correlation diagram in Figure 6.18 it is evident that since barriers cun be overcome with the aid of thermal energy the initial excitation need not be into that stale that is represented by the characteristic configuration. In this case low temperature can prevent the reaction from taking place. Excitation of higher vibrational levels of one-and-the-same absorption band can enable the nuclei to move over the barrier in a hot reaction. [Pg.346]

MINDO/3 calculations including configuration interaction for the type II reaction of butanal (Dewar and Doubleday, 1978) confirm the conclusions from ihe correlation diagram. The results are summarized in Figure 7.24 Reactions from the (n, r ) state as well as from the (n,. r ) state proceed over a barrier. The triplet reaction then reaches the stale of the biradical, which is just... [Pg.399]

Sharp peaks also occur in solution spectra when the transitions involve ground and excited stales that are either in.sensitive to changes in A or are affected identically by the changes. These terms will appear on energy level diagrams as parallel lines, which will be horizontal in the event that energies are independent of A . This is the rationale offered, for example, for the relatively sharp peaks (a few hundred cm" in width) observed in the spectra of Mn" complexes (Fig. 11.41). [Pg.233]


See other pages where Stale diagram is mentioned: [Pg.431]    [Pg.236]    [Pg.451]    [Pg.768]    [Pg.431]    [Pg.236]    [Pg.451]    [Pg.768]    [Pg.452]    [Pg.213]    [Pg.58]    [Pg.3]    [Pg.157]    [Pg.347]    [Pg.40]    [Pg.42]    [Pg.257]    [Pg.39]    [Pg.5]    [Pg.6]    [Pg.362]    [Pg.430]    [Pg.243]    [Pg.273]    [Pg.436]    [Pg.152]    [Pg.231]    [Pg.766]    [Pg.333]    [Pg.346]    [Pg.229]    [Pg.746]    [Pg.193]   


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