2015
DOI: 10.1088/2053-1591/2/4/045502
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Single and couple doping ZnO nanocrystals characterized by positron techniques

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Cited by 6 publications
(9 citation statements)
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“…Figure depicts the ratio curves of EMD in the A-A600 samples to that of pure single-crystal silicon, which was used for reference. All the peaks appear around an electron momentum of P L ∼ 14 × 10 –3 m o C associated with the positron annihilation by 2p electrons of O . This result suggested that some monovacancies of Mn were likely formed in all samples.…”
Section: Resultssupporting
confidence: 82%
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“…Figure depicts the ratio curves of EMD in the A-A600 samples to that of pure single-crystal silicon, which was used for reference. All the peaks appear around an electron momentum of P L ∼ 14 × 10 –3 m o C associated with the positron annihilation by 2p electrons of O . This result suggested that some monovacancies of Mn were likely formed in all samples.…”
Section: Resultssupporting
confidence: 82%
“…A shoulder-like peak appearing in the range of P L ∼ 15–19 × 10 –3 m o C, a characteristic of the positron annihilation by 3d electrons of Mn, was observed for the A sample only. The appearance of this shoulder-like peak indicated the possible existence of O vacancies in this A sample, similar to that reported for ZnO materials . To sum up, the as-prepared A sample should contain both vacancies of Mn and O, whereas other samples, namely A200, A400, and A600, mostly contained monovacancies of Mn.…”
Section: Resultsmentioning
confidence: 78%
“…A shoulder-like peak appearing in the range of 15 -19 x 10 -3 m0c, which describes the positron annihilation by 3d electrons of Mn, is seen for the A sample only. The appearance of this shoulder-like peak indicates a possible existence of O vacancies in the A sample, similar to that reported for ZnO materials 33 (above 400 o C), which cannot be explored by either XRD and/or ND measurements.…”
Section: Xrd Analysis Xrd Spectra Presented Insupporting
confidence: 64%
“…In this DB measurement, two parameters S and W are often used to describe the quanta resulting from positron annihilation with valence and core electrons, respectively 40 . Here, S is determined by the ratio of the area under the center of annihilation peak to the total peak area, whereas W is calculated based on the ratio of the areas under the wing regions on both sides of annihilation peak to the total peak area 33 . The longitudinal electron momentum can be converted from DB spectra.…”
Section: Bet and Bjh Analysesmentioning
confidence: 99%
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