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Transition potential for

Fig. 10 Transition potential for Au (100) (5 x 20) — (1 x 1) as a function of anion concentration and pH. Stability region of the (5 X 20) structure is located to the left from the respective line (from Ref 354). Fig. 10 Transition potential for Au (100) (5 x 20) — (1 x 1) as a function of anion concentration and pH. Stability region of the (5 X 20) structure is located to the left from the respective line (from Ref 354).
If/ — 1, the range of values of E over which a colour change is observed is 0.118 volt and is shifted by 0.059 volt for each unit change in pH. Efn is often known as the transition potential for the indicator. A representative list of redox indicators is given in table 5.5. ... [Pg.195]

Table 19-3 lists transition potentials for several redox indicators. Note that indicators functioning in any desired potential range up to about +1.25 V are available. Structures for and reactions of a few of the indicators listed in the table are considered in the paragraphs that follow. [Pg.553]

H. Siegbahn and O. Goscinski Transition Potentials for Auger Electron Spectroscopy (Physica Scripta 13, 225 (1976). [Pg.511]

O. Goscinski and H. Siegbahn Equivalent-Cores and Transition Potentials for ESCA and Auger Electron Spectra Chem. Phys. Letters 48, 568 (1977). [Pg.511]

In an ideal Bose gas, at a certain transition temperature a remarkable effect occurs a macroscopic fraction of the total number of particles condenses into the lowest-energy single-particle state. This effect, which occurs when the Bose particles have non-zero mass, is called Bose-Einstein condensation, and the key to its understanding is the chemical potential. For an ideal gas of photons or phonons, which have zero mass, this effect does not occur. This is because their total number is arbitrary and the chemical potential is effectively zero for tire photon or phonon gas. [Pg.433]

The classical counterpart of resonances is periodic orbits [91, 95, 96, 97 and 98]. For example, a purely classical study of the H+H2 collinear potential surface reveals that near the transition state for the H+H2 H2+H reaction there are several trajectories (in R and r) that are periodic. These trajectories are not stable but they nevertheless affect strongly tire quantum dynamics. A study of tlie resonances in H+H2 scattering as well as many other triatomic systems (see, e.g., [99]) reveals that the scattering peaks are closely related to tlie frequencies of the periodic orbits and the resonance wavefiinctions are large in the regions of space where the periodic orbits reside. [Pg.2308]

Yang S and Knickelbein M B 1990 Photoionization studies of transition metal clusters ionization potentials for Fe... [Pg.2403]

The reason that non-adiabatic transitions must be included for protons is that fluctuations in the potential for the quantum degrees of freedom due to the environment (e.g. solvent) contain frequencies comparable to the transition frequencies between protonic quantum states. In such cases pure quantum states do not persist. [Pg.17]

Finnis M W and J E Sinclair 1984. A Simple Empirical N-body Potential for Transition Metals. Philosophical Magazine A50-.45-55. [Pg.267]

Notiee that as one moves to higher vf values, the energy spaeing between the states (Eyf-Eyf-i) deereases this, of eourse, refleets the anharmonieity in the exeited state vibrational potential. For the above example, the transition to the vf = 2 state has the largest Franek-Condon faetor. This means that the overlap of the initial state s vibrational wavefunetion Xvi is largest for the final state s Xvf funetion with vf = 2. [Pg.412]

Another technique for obtaining an ionization potential is to use the negative of the HOMO energy from a Hartree-Fock calculation. This is called Koopman s theorem it estimates vertical transitions. This does not apply to methods other than HF but gives a good prediction of the ionization potential for many classes of compounds. [Pg.112]

With the potential energies shown on a common scale we see that the transition state for formation of (CH3)3C is the highest energy point on the diagram A reaction can proceed no faster than its slowest step which is referred to as the rate determining step In the reaction of tert butyl alcohol with hydrogen chloride formation of the... [Pg.159]

As mentioned earlier, a potential energy surface may contain saddle points , that is, stationary points where there are one or more directions in which the energy is at a maximum. Asaddle point with one negative eigenvalue corresponds to a transition structure for a chemical reaction of changing isomeric form. Transition structures also exist for reactions involving separated species, for example, in a bimolecular reaction... [Pg.17]

Copper compounds, which represent only a small percentage of ah copper production, play key roles ia both iadustry and the biosphere. Copper [7440-50.8] mol wt = 63.546, [Ar]3/°4.t is a member of the first transition series and much of its chemistry is associated with the copper(II) ion [15158-11-9] [Ar]3i5. Copper forms compounds of commercial iaterest ia the +1 and +2 oxidation states. The standard reduction potentials, for the reasonably attainable valence states of copper are... [Pg.253]

Figure 1 Double well potential for a generic conformational transition showing the regions of reactant and product states separated by the transition state surface. Figure 1 Double well potential for a generic conformational transition showing the regions of reactant and product states separated by the transition state surface.
Fig. 5.11. Contrasting potential energy diagrams for stable and unstable bridged norbomyl cation. (A) Bridged ion is a transition state for rearrangement between classical structures. (B) Bridged ion is an intermediate in rearrangement of one classical structure to the other. (C) Bridged nonclassical ion is the only stable structure. Fig. 5.11. Contrasting potential energy diagrams for stable and unstable bridged norbomyl cation. (A) Bridged ion is a transition state for rearrangement between classical structures. (B) Bridged ion is an intermediate in rearrangement of one classical structure to the other. (C) Bridged nonclassical ion is the only stable structure.

See other pages where Transition potential for is mentioned: [Pg.202]    [Pg.202]    [Pg.369]    [Pg.56]    [Pg.202]    [Pg.202]    [Pg.369]    [Pg.56]    [Pg.2210]    [Pg.2439]    [Pg.17]    [Pg.182]    [Pg.258]    [Pg.596]    [Pg.108]    [Pg.238]    [Pg.66]    [Pg.138]    [Pg.356]    [Pg.38]    [Pg.150]    [Pg.491]    [Pg.263]    [Pg.519]    [Pg.753]    [Pg.134]    [Pg.173]    [Pg.107]    [Pg.108]   
See also in sourсe #XX -- [ Pg.554 ]




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