“…Thus case b) in Section 4.2.2 was thought to apply. Penning [17] employed the Frank-Turnbull mechanism (equation (4.23)) to calculate the self-diffusion coefficients (monovacancy mechanism) in Ge using Tweet's Cu precipitation data [172] and found that the results agreed quite well with the self-diffusion coefficients measured with radioactive tracers at higher temperatures.…”
Section: Comparison Between Theory and Experiments 431 General Discmentioning
confidence: 92%
“…From the observed signs and magnitudes of such changes conclusions as to the nature and properties of the self-diffusion mechanism can be drawn (Section 2.3.4). c) As we shall outline presently, for one particular self-diffusion mechanism, namely that via monovacancies, the diffusion coefficient may be determined in an indirect way a t rather low temperatures [17]. By investigating whether the tracer measurements of self-diffusion a t high temperatures and the indirect determinations a t low temperatures are compatible with each other it can be decided whether the high temperature mechanism is a vacancy mechanism or not, and, if not, whether a change in the mechanism of self-diffusion as a func-tion of temperature is to be expected.…”
Section: Outline and Scope Of The Reviewmentioning
confidence: 99%
“…The factor 112 is the correlation factor of self-diffusion via the monovacancy mechanism in the diamond structure 11361, which had been neglected by previous authors. Otherwise (4.23) is identical with the expression given in [17].…”
Section: Special Casesmentioning
confidence: 99%
“…Penning [17] was the first to point out such possibility. He analysed Tweet's results [172] on Cu precipitation in Ge, using the solubility of substitutional Cu as given by Woodbury and Tyler [l02].…”
“…Thus case b) in Section 4.2.2 was thought to apply. Penning [17] employed the Frank-Turnbull mechanism (equation (4.23)) to calculate the self-diffusion coefficients (monovacancy mechanism) in Ge using Tweet's Cu precipitation data [172] and found that the results agreed quite well with the self-diffusion coefficients measured with radioactive tracers at higher temperatures.…”
Section: Comparison Between Theory and Experiments 431 General Discmentioning
confidence: 92%
“…From the observed signs and magnitudes of such changes conclusions as to the nature and properties of the self-diffusion mechanism can be drawn (Section 2.3.4). c) As we shall outline presently, for one particular self-diffusion mechanism, namely that via monovacancies, the diffusion coefficient may be determined in an indirect way a t rather low temperatures [17]. By investigating whether the tracer measurements of self-diffusion a t high temperatures and the indirect determinations a t low temperatures are compatible with each other it can be decided whether the high temperature mechanism is a vacancy mechanism or not, and, if not, whether a change in the mechanism of self-diffusion as a func-tion of temperature is to be expected.…”
Section: Outline and Scope Of The Reviewmentioning
confidence: 99%
“…The factor 112 is the correlation factor of self-diffusion via the monovacancy mechanism in the diamond structure 11361, which had been neglected by previous authors. Otherwise (4.23) is identical with the expression given in [17].…”
Section: Special Casesmentioning
confidence: 99%
“…Penning [17] was the first to point out such possibility. He analysed Tweet's results [172] on Cu precipitation in Ge, using the solubility of substitutional Cu as given by Woodbury and Tyler [l02].…”
“…The application of Penning's method (20) for determining D! ; to Tweet's experimental data(,,) leads in the temperature range between 700 "C and about 400 "C to a monovacancy diffusion coefficient in germanium that joins well to the tracer measurements at high temperatures.…”
Section: Precipitation From Supersaturated Solid Solutionsmentioning
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