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Entry No. D1727

H.Ueno1, Y.Fujita1, H.Fujita1, T.Shinada1, Y.Kanzaki1, M.Yosoi2, A.Tamii2, K.Takahisa3, F.Ihara3, H.Kohri4, T.Yamagata5, K.Katori1
Osaka Univ., Osaka1
Kyoto Univ.2
Research Center for Nuclear Physics, Osaka Univ, Osaka3
Osaka Univ., Osaka4
Konan Univ., Kobe5
Physics Letters,Section B465(1999)67

(6Li,6He) reaction at 100 MeV/nucleon as a probe of spin-excitation strengths

Click on the data number to see the plot. Or select the box to plot multiple data.
DataFilePhysical quantitiesReaction(s)Energies
1 *THTC10) DSIGMA/DOMEGA11)
DSIGMA/DOMEGA: dsigma/dOmega #1; THTC: Scattering angle theta in c.m. system #4		 26MG(6LI,6HE)26AL; 100 MEV/A
2 *THTC12) DSIGMA/DOMEGA13)
DSIGMA/DOMEGA: dsigma/dOmega #1; THTC: Scattering angle theta in c.m. system #4		 26MG(6LI,6HE)26AL; 100 MEV/A
3 *THTC14) DSIGMA/DOMEGA15)
DSIGMA/DOMEGA: dsigma/dOmega #1; THTC: Scattering angle theta in c.m. system #4		 13C(6LI,6HE)13N; 100 MEV/A
4 *THTC16) DSIGMA/DOMEGA17)
DSIGMA/DOMEGA: dsigma/dOmega #1; THTC: Scattering angle theta in c.m. system #4		 13C(6LI,6HE)13N; 100 MEV/A
5 *THTC18) DSIGMA/DOMEGA19)
DSIGMA/DOMEGA: dsigma/dOmega #1; THTC: Scattering angle theta in c.m. system #4		 27AL(6LI,6HE)27SI; 100 MEV/A
6 *THTC20) DSIGMA/DOMEGA21)
DSIGMA/DOMEGA: dsigma/dOmega #1; THTC: Scattering angle theta in c.m. system #4		 58NI(6LI,6HE)58CU; 100 MEV/A
7 *EXC-ENGY TRNSN-STRGTH22) FLAG23)
EXC-ENGY: Excitation energy (of the final state) #2; TRNSN-STRGTH: Transition strength		 26MG(6LI,6HE)26AL; 100 MEV/A
8 *EXC-ENGY TRNSN-STRGTH24) FLAG25)
EXC-ENGY: Excitation energy (of the final state) #2; TRNSN-STRGTH: Transition strength		 27AL(6LI,6HE)27SI; 100 MEV/A
9 *EXC-ENGY TRNSN-STRGTH26) FLAG27)
EXC-ENGY: Excitation energy (of the final state) #2; TRNSN-STRGTH: Transition strength		 58NI(6LI,6HE)58CU; 100 MEV/A

10) given with milli-radian in the reference, so we convert 0.0573(=180/3.14/1000) to original angle
11) the unit is normalizd to be unity at the peak positions
12) given with milli-radian in the reference, so we convert 0.0573(=180/3.14/1000) to original angle
13) the unit is normalizd to be unity at the peak positions
14) given with milli-radian in the reference, so we convert 0.0573(=180/3.14/1000) to original angle
15) the unit is normalizd to be unity at the peak positions
16) given with milli-radian in the reference, so we convert 0.0573(=180/3.14/1000) to original angle
17) the unit is normalizd to be unity at the peak positions
18) given with milli-radian in the reference, so we convert 0.0573(=180/3.14/1000) to original angle
19) the unit is normalizd to be unity at the peak positions
20) given with milli-radian in the reference, so we convert 0.0573(=180/3.14/1000) to original angle
21) the unit is normalizd to be unity at the peak positions
22) Gamov-Teller transition strength
23)
24) Gamov-Teller transition strength
25)
26) Gamov-Teller transition strength
27)
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