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Electron jump

Note that we are interested in nj, the atomic quantum number of the level to which the electron jumps in a spectroscopic excitation. Use the results of this data treatment to obtain a value of the Rydberg constant R. Compare the value you obtain with an accepted value. Quote the source of the accepted value you use for comparison in your report. What are the units of R A conversion factor may be necessary to obtain unit consistency. Express your value for the ionization energy of H in units of hartrees (h), electron volts (eV), and kJ mol . We will need it later. [Pg.76]

As the translational energy of the impacting ion increases, the G-S cross section will rapidly fall off until at energies above 10 e.v., the electron jump model for the reaction will predominate. That mechanism does not seem to depend strongly on translational energy. [Pg.126]

Of course, in real systems, the relative contributions of Coulomb and crystal-field effects are such as to place chromophores somewhere inbetween the weak-and strong-field limits. In that case, a real Txg F) A2g transition is not a pure two-electron jump, so that some intensity is observed. [Pg.71]

Here we comment on the shape of certain spin-forbidden bands. Though not strictly part of the intensity story being discussed in this chapter, an understanding of so-called spin-flip transitions depends upon a perusal of correlation diagrams as did our discussion of two-electron jumps. A typical example of a spin-flip transition is shown inFig. 4-7. Unless totally obscured by a spin-allowed band, the spectra of octahedral nickel (ii) complexes display a relatively sharp spike around 13,000 cmThe spike corresponds to a spin-forbidden transition and, on comparing band areas, is not of unusual intensity for such a transition. It is so noticeable because it is so narrow - say 100 cm wide. It is broad compared with the 1-2 cm of free-ion line spectra but very narrow compared with the 2000-3000 cm of spin-allowed crystal-field bands. [Pg.72]

But it was Max Planck who shattered the paradigm of the steadiness of nature. He showed that atoms could not absorb energy in all forms and quantities, but only in so-called quanta, that is, in defined amounts. Thus, electrons jump, as we explain it today, from one energy level to another. Natura saltat Albert Einstein s theory was even more groundbreaking space and time form a continuum, matter and energy, in contrast, are quantized, essentially "grainy", so to speak. In this case, nature cannot but jump. [Pg.99]

Draw a picture of the electron jump corresponding to the first line in the visible emission spectrum of hydrogen according to the Bohr theory. [Pg.264]

When electrons fall to lower energy levels, light is given off. What energy effect is expected when an electron jumps to a higher energy orbit ... [Pg.264]

Electricity is carried in metals by free electrons jumping from atom to atom. Metals are good conductors of electricity because their structure allows electrons to move about easily. Most of the elements on the left and center sections of the periodic chart have atoms with electrons held loosely enough to carry electricity. [Pg.68]

Thus, from Equation (2), low speeds or large k (large or large separation between the curves) gives a small P, and the probability of a diabatic hop between potential curves is low. Under these circumstances, the crossing is adiabatic and the system smoothly changes from a covalent to an ionic description. In this process the electron jumps from the Na atom to the I atom. [Pg.5]

For reproducing as closely as possible diabatic conditions, we have fixed the Cl—Cl bondlength at its neutral equilibrium value. This way, the system depends on two parameters as shown in Figure 1. Previous experimental and theoretical studies on similar systems, [1,18] have shown that electron jump from Li to the acceptor molecule CI2, which has, once relaxed, a positive vertical electron affinity (see Table 1), is likely to take place at a distance d, (see the definition of this parameter in Figure 1) which is superior to the LiCl equilibrium distance (MP2 value 2.0425 A). The description of this phenomenon in terms of MO and states will be briefly recalled in the next section. [Pg.347]

In a context of irreversible conditions, electron transfer in the Li -1- CI2) system realizes and illustrates the intuitive knowledge we have of a catastrophic decay . When Li and CI2 approach themselves, in the C2x> geometry which is the simplest reference for any discussion, we observe a crossing between the covalent PES of the neutral ground state, and the ionic Li+ -1- CI2 CT PES. Through this crossing, electron jump takes place from the covalent to the ionic PES, with a probability which might be... [Pg.354]


See other pages where Electron jump is mentioned: [Pg.376]    [Pg.127]    [Pg.342]    [Pg.361]    [Pg.34]    [Pg.752]    [Pg.71]    [Pg.71]    [Pg.71]    [Pg.230]    [Pg.328]    [Pg.45]    [Pg.471]    [Pg.128]    [Pg.128]    [Pg.303]    [Pg.393]    [Pg.97]    [Pg.97]    [Pg.214]    [Pg.214]    [Pg.3]    [Pg.304]    [Pg.350]    [Pg.413]    [Pg.387]    [Pg.4]    [Pg.5]    [Pg.6]    [Pg.17]    [Pg.17]    [Pg.18]    [Pg.19]    [Pg.25]    [Pg.354]    [Pg.4]    [Pg.149]   
See also in sourсe #XX -- [ Pg.100 ]




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Electron jump, time-dependence

Electron-jump mechanism

Electronic configuration quantum jumps

Electronics temperature-jump

Electrons quantum jumps

Fast interfacial electron transfer temperature-jump

Reaction mechanism electron jump

Systems containing jumping electrons

Two-electron jumps

Two-electron jumps and double Rydberg states

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