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Fluorine atom, energy levels

McFeely and co-workers used soft x-ray photoelectron spectroscopy (SXPS) to measure the changes in binding energies of Si(2p) levels after slight exposure to fluorine atoms via dissociative chemisoriDtion of XeF2 [39]. Using synclirotron radiation at 130 eV as the source enabled extreme surface sensitivity. Since this level is split into a... [Pg.2932]

Since, in fhe excifed sfafe, fhe fluorine atoms may be above or below fhe plane of fhe benzene ring fhe potential function for Vu is W-shaped, like fhaf in Figure 6.4f(b). Fitting the observed vibrational energy levels to the potential function in Equation (6.93) gives fhe heighf of fhe barrier to planarify as 78 cm. ... [Pg.400]

This idea is readily extended to simple molecules of compounds formed by nonmetal atoms. An example is the HF molecule. You will recall that a fluorine atom has the electron configuration ls22s22p5. ft has seven electrons in its outermost principal energy level (n = 2). These are referred to as valence electrons, in contrast to the core electrons filling the principal level, n = 1. If the valence electrons are shown as dots around the symbol of the element, the fluorine atom can be represented as... [Pg.166]

We see that the neutral fluorine atom has seven valence electrons that is, seven electrons occupy the outermost partially filled cluster of energy levels. This cluster of energy levels, the valence orbitals, contains one electron less than its capacity permits. Fluorine, then, has the capacity for sharing one electron with some other atom which has similar capacity. If, for example, another fluorine atom approaches, they might share... [Pg.279]

C08-0009. Determine the energy level diagram and shorthand notation for the electron configuration of the fluorine atom. [Pg.524]

The difference in energies between the 3s valence electron of the sodium atom and that of the 2p level in the fluorine atom is so great that the bonding orbital is virtually identical to the 2p(F) orbital, and the anti-bonding orbital is identical to the 3s orbital of the sodium atom. If a bond were formed it would be equivalent to the transfer of an electron from the sodium atom to the fluorine atom, causing the production of the two ions, Na+ and F. A detailed consideration of this specific case is used to explain the nature of ionic bonding. [Pg.155]

F (g). The data of von Wartenberg, Sprenger, and Taylor,1 who measured, spectroscopically, the convergence limit of the vibrational levels of F2 (g), yield —62.6 for the energy of dissociation of normal F2 (g) into normal fluorine atoms. Earlier estimates of this value were Birge,1 —70.0 Henglein,1 —63.0 Villars,1 —57. See also Franck.2... [Pg.102]

Initially, the conformational minima for each isolated monomer were calculated by rotating the

results obtained at the two computational levels considered here are almost identical. The [SL conformation is the most stable one for all cases except for glycine and alanine where it shows a relative energy of 0.4 and 3.6 kJ mol-1, respectively. The presence of fluorine atoms as XI or X2 substituents tends to destabilize the y and 8 conformations and favors the presence of and a ones that are absent in the rest of the cases. The intramolecular HB formed in each case is responsible for these tendencies. While the y and 8 conformations present an intramolecular HB that is disrupted by the presence of fluorine atoms at XI and X2, new HBs are formed in the and a conformation, stabilizing their relative energies. [Pg.68]

Atomic orbital energy level diagrams. To simplify these diagrams, the orbitals are shown at the same energies for different atoms. Actually, the energy of an orbital decreases as the number of protons in the atom increases.Thus the Ip orbitals of fluorine are lower in energy than the Ip orbitals of oxygen. [Pg.64]

The energy level diagrams show one unpaired electron in a fluorine atom, two in an oxygen atom, and one in a boron atom. [Pg.128]


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See also in sourсe #XX -- [ Pg.264 ]




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