Magnesium-27 is a radioisotope of the chemical element magnesium, which has 15 neutrons in its atomic nucleus in addition to the element-specific 12 protons; the sum of the number of these atomic nucleus building blocks results in a mass number of 27. The very short-lived, only artificially produced, unstable and thus radioactive nuclide has no practical significance; the study of 27Mg is exclusively for academic purposes.
According to a publication from 1934, magnesium-27 was first observed during the irradiation of an Al template with neutrons [1].
See also: List of individual Magnesium isotopes (and general data sources).
Half-life T½ = 9.458(12) min (minutes) respectively 5.6748 × 102 seconds s.
| Decay mode | Daughter | Probability | Decay energy | Details | γ energy (intensity) |
|---|---|---|---|---|---|
| β- | 27Al | 100 % | 2.61027(7) MeV | β-: 0.6463(3) MeV [29.06(9) %] β-: 0.7248(3) MeV [70.94(9) %] | 0.17082(10) MeV [0.86(2) %] 0.84376(10) MeV [71.80(2) %] 1.01452(10) MeV [28.20 %] |
Direct parent isotope is: 27Na.
| Z | Isotone N = 15 | Isobar A = 27 |
|---|---|---|
| 5 | 20B | |
| 6 | 21C | |
| 7 | 22N | |
| 8 | 23O | 27O |
| 9 | 24F | 27F |
| 10 | 25Ne | 27Ne |
| 11 | 26Na | 27Na |
| 12 | 27Mg | 27Mg |
| 13 | 28Al | 27Al |
| 14 | 29Si | 27Si |
| 15 | 30P | 27P |
| 16 | 31S | 27S |
| 17 | 32Cl | |
| 18 | 33Ar | |
| 19 | 34K | |
| 20 | 35Ca | |
| 21 | 36Sc |
[1] - Enrico Fermi, Edoardo Amaldi, O. D'Agostino, F. Rasetti, E. Segrè:
Artificial radioactivity produced by neutron bombardment.
In: Proceedings of the Royal Society A, 146, 857, (1934), DOI 10.1098/rspa.1934.0168.
[2] - G. S. Zahn, F. A. Genezini:
Half-life determination for 27Mg.
In: Journal of Physics: Conference Series, 630, 012011, (2015), DOI 10.1088/1742-6596/630/1/012011.
[3] - Mohammed Yahya Hadi, Ammar A. Al-Sa’ad:
Calculations of The Shell Model for 27Mg Isotope.
In: Journal of Kufa-Physics, 15(1), (2023), DOI 10.31257/2018/JKP/2023/v15.i01.11214.
[4] - A. I. Kilic:
Analysis of astrophysical 26Mg(n,γ)27Mg reaction via the asymptotic normalization coefficient method.
In: Modern Physics Letters A, 39(2), 2350188, (2024), DOI 10.1142/S0217732323501882.
Last update: 2024-11-06
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