1954
DOI: 10.1016/0016-0032(54)90595-5
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Resonance fluorescence with nuclei: Hg109

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Cited by 20 publications
(24 citation statements)
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“…Transmission experiments have previously neglected notch refilling because target areal densities were generally significantly smaller than in this experiment [4,9,10]. Thinner target thicknesses are better for measurement of resonant state parameters, but the target thicknesses selected for this experiment were intended to be representative of nuclear fuel assemblies.…”
Section: Notch Refillmentioning
confidence: 99%
See 1 more Smart Citation
“…Transmission experiments have previously neglected notch refilling because target areal densities were generally significantly smaller than in this experiment [4,9,10]. Thinner target thicknesses are better for measurement of resonant state parameters, but the target thicknesses selected for this experiment were intended to be representative of nuclear fuel assemblies.…”
Section: Notch Refillmentioning
confidence: 99%
“…NRF signatures are most commonly measured by either a backscatter or a transmission measurement [9,10]. In both measurement techniques, a source photon beam is used to induce nuclear excitations in a target.…”
Section: Introductionmentioning
confidence: 99%
“…The widths of these absorption resonances are ∼1 eV FWHM and are described by a Dopplerbroadened Breit-Wigner formulation (13). Most of the resonances are ∼10 keV or more apart, with the energies of each resonance being unique to each isotope.…”
Section: Measurementmentioning
confidence: 99%
“…A detailed discussion of NRF can be found in [17]. The excited nucleus may decay through various allowed channels (Γ i ), but the branch (Γ 0 ) to the ground state will be the focus of this paper.…”
Section: Nuclear Recoil Energy (Kev)mentioning
confidence: 99%
“…Table III gives calculated interaction rates if a pulsed γ-source producing 10 5 γ/sec with a one percent energy resolution, characteristic of the High Intensity Gamma-ray Source in high resolution mode (2.79 MHz spill frequency) [18], were incident on this detector. The rate of NRF events (Ṙ) is numerically calculated using the Doppler broadened resonance cross-section [17]. The incident flux and spill frequency of the γ-source are used to calculate ∆, the fraction of NRF events not lost due to pileup with background interactions Eq.…”
Section: Nuclear Recoil Energy (Kev)mentioning
confidence: 99%