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Mossbauer Spectroscopy MS

Mossbauer spectroscopy is a versatile technique that is useful in many areas of science such as Physics, Chemistry, Biology, and Metallurgy. It yields very precise information about the chemical, structural, magnetic properties of a material. The basic feature of the technique is the discovery of recoUless y-ray emission and absorption, now referred to as the Mossbauer Effect, after its discoverer Rudolph Mossbauer, who reported the effect in 1958 (Mossbauer 1958) and was awarded the Nobel Prize in 1961 for his pioneer work. [Pg.177]

When a beam of electromagnetic radiation with a continuous frequency distribution is made to pass through a gaseous element or metallic vapor, certain frequencies will get absorbed. These frequencies correspond to the allowed excited states. Similarly the atomic nuclei will absorb the y-rays as the atomic excited states fall in the y-region. The important aspect of such absorption is that it is very sensitive to the y-ray energy in the sense that if the y-ray has frequency different from resonance by one part in 10, it will not be absorbed. Such sensitivity will not be realized unless the natural frequency spread (line width for atomic systems) of the y-ray is small which will happen if the life time of the excited state emitting the y-ray is long ( 10 s). [Pg.177]

When an isolated excited nucleus emits a y-ray, it recoils in order to conserve the momentum. As a result of the motion, the energy of the emitted y-ray is Doppler shifted to a somewhat lower value, which makes the absorption of that y-ray impossible by some other nuclei of the same species. The recoil motion of the source can, however, be compensated by moving either the source or the absorber in a direction such that the total momentum of the nucleus plus y-ray is zero. [Pg.177]

Rudolf Mossbauer showed that if the excited nucleus is free, the recoil energy and momentum are taken by the nucleus itself. However, in a solid where the atoms are bound into a crystal lattice, momentum and energy go into lattice vibrations i.e., phonons. Since the entire lattice will absorb the [Pg.177]


If mixing in each site is not ideal, would differ from the real equilibrium constant by the quotient of activity coefficients and hence may depend on composition. The measurement of the site occupancy (the fraction of Fe and Mg in each of Ml and M2 sites) is not trivial. There are two methods to determine the intracrystalline site distribution. One is by Mossbauer spectroscopy (MS), in which there are a pair of outer and smaller peaks, which are due to Fe in Ml site, and a pair of inner and larger peaks, which are due to Fe in M2 site (Figure 2-3). The ratio of Fe in Ml site to Fe in M2 site is assumed to be the area ratio of the pair of Ml peaks to the pair of M2 peaks. Using total Fe content from electron microprobe analysis, and the ratio from Mossbauer spectroscopy, Fe(Ml) and Fe(M2) concentrations can be obtained. [Pg.113]

Mossbauer spectroscopy MS High Chemical Low Absorption of Limited no. of 134... [Pg.386]

The nuclear transitions involved in Mossbauer spectroscopies (MS) are varied in the most relevant elements. In this way, Fe and Sn have simple quadrupolar transitions between I = 3/2 and 1/2, although having a different sign in the... [Pg.552]

Structural lattice defects (SLDs) are defects in the regular construction of a crystal or crystalline grain. They may be point defects, such as vacancies and interstitial atoms. Here, we will mainly consider the production of SLDs by irradiation (radiation damage), since radiation defects are by far the most common SLDs probed in Mossbauer spectroscopy (MS) investigations. [Pg.110]

A more promising quantity to be measured in this aspect seems to be the magnetic hyperfine field (Bhf). which can be probed layer by layer because of the isotope specificity of the Mossbauer spectroscopy (MS) (at least in the case of Fe films and surfaces). This is important in view of the expected oscillating character of Bhf close to the surface and its dependence on temperature, which exactly follows the temperature dependence of magnetization. [Pg.229]


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