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Atomic spectroscopy energy transitions

X-ray fluorescence is a type of atomic spectroscopy since the energy transitions occur in atoms. However, it is distinguished from other atomic techniques in that it is nondestructive. Samples are not dissolved. They are analyzed as solids or liquids. If the sample is a solid material in the first place, it only needs to be polished well, or pressed into a pellet with a smooth surface. If it is a liquid or a solution, it is often cast on the surface of a solid substrate. If it is a gas, it is drawn through a filter that captures the solid particulates and the filter is then tested. In any case, the solid or liquid material is positioned in the fluorescence spectrometer in such a way that the x-rays impinge on a sample surface and the emissions are measured. The fluorescence occurs on the surface, and emissions originating from this surface are measured. [Pg.280]

Thus, making use of modern methods of theoretical atomic spectroscopy and available computer programs, one is in a position to fulfill more or less accurate purely theoretical (ab initio) or semi-empirical calculations of the energy spectra, transition probabilities and of the other spectroscopic characteristics, in principle, of any atom or ion of the Periodical Table, their isoelectronic sequences, revealing in this way their structure and properties, to model the processes in low- and high-temperature plasma. Such calculations could be done prior to the corresponding experimental measurements, instead of them, or after them to help to interpret the interesting phenomena found in experimental studies. [Pg.452]

Another technique that can be used to determine the chemical nature of a thin film is infrared spectroscopy. Some materials will absorb certain frequencies in the infrared (wavelengths 2 to 25 microns) because of the excitation of vibrational energy transitions in molecular species. In the same way that electronic transitions in atoms can absorb radiation of specific frequencies, the vibration of a molecule (stretching or bending) will have a resonance value, and it will be excited by any radiation of this frequency. Consider the H20 molecule and its three vibrational modes, as shown in Figure 17. Clearly, each of these vibrational modes has its own resonant frequency, as indicated, and they are all in the infrared range. [Pg.193]

Absorption spectroscopy records electromagnetic radiation (energy) as atoms absorb energy, and conversely emission spectroscopy records energy emitted during atomic transitions. [Pg.121]

The problem of N bound electrons interacting under the Coulomb attraction of a single nucleus is the basis of the extensive field of atomic spectroscopy. For many years experimental information about the bound eigenstates of an atom or ion was obtained mainly from the photons emitted after random excitations by collisions in a gas. Energy-level differences are measured very accurately. We also have experimental data for the transition rates (oscillator strengths) of the photons from many transitions. Photon spectroscopy has the advantage that the photon interacts relatively weakly with the atom so that the emission mechanism is described very accurately by first-order perturbation theory. One disadvantage is that the accessibility of states to observation is restricted by the dipole selection rule. [Pg.115]

In addition to energy levels, transition rates are available experimentally for pairs of states where the transition satisfies the dipole selection rule. The status of atomic spectroscopy is illustrated in table 5.6 for the lowest... [Pg.137]

Find the energy of the transition from /, = 3 to w = 2 for the hydrogen atom in both joules and cm (a common unit in spectroscopy). This transition results in a red line in the visible emission spectrum of hydrogen. (Solutions to the exercises are given in Appendix A.)... [Pg.19]

The energy of electronic excitations is usually expressed employing the notation of atomic spectroscopy. In the case of a d " (n 0,10) transition metal ion in a crystalline matrix, local d—i d transitions can be employed to measure its allowed energy levels, and the crystal field acting on the metal site. [Pg.192]


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