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Hydrogen parity plot

Figure 2.30 Parity plot based on the Langmuir-Hinshelwood kinetics of the 02 reaction rate r02 for hydrogen oxidation as determined over microstructured Pt-impregnated stainless-steel foils [61] (by courtesy of O. Gorke). Figure 2.30 Parity plot based on the Langmuir-Hinshelwood kinetics of the 02 reaction rate r02 for hydrogen oxidation as determined over microstructured Pt-impregnated stainless-steel foils [61] (by courtesy of O. Gorke).
Figure 4.55 Kinetic study for the hydrogenation of a cinnamonic acid derivative parity plot comparing experimental and modeling data. Open and closed circles correspond to data outside orwithin a match of experiments and modeling (by courtesy of Elsevier) [325],... Figure 4.55 Kinetic study for the hydrogenation of a cinnamonic acid derivative parity plot comparing experimental and modeling data. Open and closed circles correspond to data outside orwithin a match of experiments and modeling (by courtesy of Elsevier) [325],...
Figure 2.7 Parity plots of measured and correlated data for the hydrogenation of (a) acetylene and (b) ethane [4]. In a parity plot the data as calculated with the correlation, and as measured experimentally, coincide with the diagonal if they are exactly equal. Figure 2.7 Parity plots of measured and correlated data for the hydrogenation of (a) acetylene and (b) ethane [4]. In a parity plot the data as calculated with the correlation, and as measured experimentally, coincide with the diagonal if they are exactly equal.
Figure 15.19 Parity plot of activity in cinnamic acid hydrogenation at 1 bar determined in a 300-mL reactor (y-axes) and in a 20-mL reactor (x-axes) using different Pt/C and Pd/C catalysts. Figure 15.19 Parity plot of activity in cinnamic acid hydrogenation at 1 bar determined in a 300-mL reactor (y-axes) and in a 20-mL reactor (x-axes) using different Pt/C and Pd/C catalysts.
Let us consider how independent /i(i ) 2 effects contribute to the v E) for the hydrogen halides, HX (X = I, Br, and Cl). The curves shown on Fig. 7.6 correspond to relativistic adiabatic potential energy curves (respectively 0 dotted, 0+ dashed, 1 and 2 solid) for HI obtained after diagonalization of the electronic plus spin-orbit Hamiltonians (see Section 3.1.2.2). The strong R-dependence of the electronic transition moment reflects the independence of the relative contributions of the case(a) A-S-Q basis states to each relativistic adiabatic II state. The independent experimental photodissociation cross sections are plotted as solid curves in Fig. 7.7 for HI and HBr. Note that, in addition to the independent variations in the A — S characters of each fl-state caused by All = 0 spin-orbit interactions, all transitions from the X1E+ state to states that dissociate to the X(2P) + H(2S) limit are forbidden in the separated atom limit because they are at best (2Pi/2 <— 2P3/2) parity forbidden electric dipole transitions on the X atom. In the case of the continuum region of an attractive potential, the energy dependence of the dissociation cross section exhibits continuity in the Franck-Condon factor density (see Fig. 7.18 Allison and Dalgarno, 1971 Smith, 1971 Allison and Stwalley, 1973). [Pg.483]


See other pages where Hydrogen parity plot is mentioned: [Pg.310]    [Pg.174]    [Pg.22]    [Pg.85]    [Pg.84]   
See also in sourсe #XX -- [ Pg.323 ]




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