1979
DOI: 10.1051/jphyscol:1979216
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A NEW ATTEMPT TO OBSERVE THE RESONANCE IN Ag109

Abstract: The counting rate of the 88 keV Ag109m γ-rays emitted from a cd109-doped silver single crystal was measured as a function of temperature. The decrease in emission intensity between 78 K and 4.2 K was greater than the decrease between room temperature and 78 K. This behaviour is explained in terms of the temperature dependence of the resonant self absorption (Mössbauer effect)

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Cited by 14 publications
(19 citation statements)
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“…The absence of a consistent mechanism explaining natural strong narrowing supported an opinion that the observation of this phenomenon was erroneous. At the same time, since neither temperature variations of the experimental geometry as in [15,16] nor instabilities as in [17] existed in [18], the experiments reported in [18] were consistently explained in [19,20]. It is important that the hyperfine structure line in [18] was assumed split in an external magnetic field H ex of about the Earth's field.…”
Section: Introductionmentioning
confidence: 73%
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“…The absence of a consistent mechanism explaining natural strong narrowing supported an opinion that the observation of this phenomenon was erroneous. At the same time, since neither temperature variations of the experimental geometry as in [15,16] nor instabilities as in [17] existed in [18], the experiments reported in [18] were consistently explained in [19,20]. It is important that the hyperfine structure line in [18] was assumed split in an external magnetic field H ex of about the Earth's field.…”
Section: Introductionmentioning
confidence: 73%
“…Then, D > 3 × 10 -14 cm 2 /s and k D > 2 × 10 6 ; i.e., the 88-keV line cannot be observed. Unobservability of this line at 293 K was previously attributed only to the smallness of the Mössbauer factor [15][16][17][18]. At ~4 K, k exp ~ 15.3 [20], k D < k exp , and τ 0 > τK 2 l 2 /3k exp ~ 3 × 10 3 s, which is five orders of magnitude larger than τ 0 at ~293 K. At the same time, τ 0 cannot increase infinitely as the temperature approaches E k v 0 K because of tunneling jumps of an atom between a site and a vacancy.…”
Section: Diffusion-induced Broadening K Dmentioning
confidence: 94%
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