ADOPTED LEVELS, GAMMAS for 36Si
Authors: Ninel Nica, John Cameron and Balraj Singh | Citation: Nucl. Data Sheets 113, 1 (2012) | Cutoff date: 31-Dec-2011
Full ENSDF file | Adopted Levels (PDF version)
Q(β-)=7.86×103 keV 8 | S(n)= 6.10×103 keV 9 | S(p)= 1.946×104 keV 10 | Q(α)= -1.399×104 keV 8 | ||
Reference: 2012WA38 |
References: | |||
A | 36Si(p,p’γ) | B | Coulomb Excitation |
C | 208Pb(36S,xγ) |
E(level) (keV) | XREF | Jπ(level) | T1/2(level) | E(γ) (keV) | Final Levels | |
0 | ABC | 0+ | 0.45 s 6 % β- = 100 % β-n < 10 | |||
1408.0 10 | ABC | 2+ | 2.7 ps +11-7 | 1408 1 | 0 | 0+ |
2850 4 | C | (4+) | 1442 3 | 1408.0 | 2+ | |
3692 4 | C | (6+) | 842 1 | 2850 | (4+) |
E(level): From Eγ data
Jπ(level): From observation of yrast cascade and systematics of even-even nuclei
Additional Level Data and Comments:
E(level) | Jπ(level) | T1/2(level) | Comments |
0 | 0+ | 0.45 s 6 % β- = 100 % β-n < 10 | Mean radius r02=1.25 fm2 11 from measured integrated σR=2.48 b 21 at 65.88 MeV/nucleon in Si(36Si,X) reaction (1999Ai02). |
1971Ar32: Identification and production of 36Si in 232Th(40Ar,X) at 290 MeV fragmentation reaction
1986Du07: 36Si produced in 9Be(40Ar,X) at 60 MeV/nucleon, measured βγ(t) and half-life
1986Vi09: 232Th(p,X) E=800 MeV, measured fragment spectra, deduced mass excess
1987Gi05: Ta(40Ar,X) E=60 MeV/nucleon, measured fragment spectra, deduced mass excess
1991Or01: Ta(48Ca,X) E=55 MeV/nucleon, measured fragment spectra, deduced mass excess
1991Zh24: Th(p,X) E=800 MeV, measured fragment spectra, deduced mass excess
1999Ai02: Si(36Si,X) E=65.88 MeV/nucleon, measured energy integrated cross sections, deduced radius
2006Kh08: Si(36Si,X) E=45.87, 52.56 MeV/nucleon, measured energy integrated cross sections, deduced radius
Mass measurement: 2007Ju03, 1987VaZS
No details of 36Al to 36Si β- decay are available
Q-value: Note: Current evaluation has used the following Q record 7833 58 6129 69 19487 90-13931 59 2011AuZZ
Q-value: Q(β-n)=4369 57, S(2n)=8604 58, S(2p)=35556 107 (2011AuZZ)
Q-value: Values in 2003Au03: Q(β-)=7770 120, S(n)=6190 130, S(p)=19640 210, Q(α)=-13950 120, S(2n)=8670 120, S(2p)=35870 260, Q(β-n)=4300 120