Radiative capture within Potential Model
Entrance channel
Projectile
Spin
r
0
fm
Target
Spin
r
0
fm
Energy
Min
MeV
Max
MeV
Points
System
lab
cm
E/A
Calculation parameters
R
max
fm
dR
fm
Spectroscopic factor
ℏ
2
/m
N
MeV fm
2
Allowed transitions
1
2
3
4
5
6
7
E1 transitions
E2 transitions
M1 transitions
Real potential
V
0
MeV
r
0
fm
a
fm
V
D
MeV
r
D
fm
a
D
fm
V
0
MeV
r
0
fm
a
fm
V
D
MeV
r
D
fm
a
D
fm
r
0 Coul
fm
Absorptive potential
W
0
MeV
r
0
fm
a
fm
W
D
MeV
r
D
fm
a
D
fm
W
0
MeV
r
0
fm
a
fm
W
D
MeV
r
D
fm
a
D
fm
Spin-orbit interaction (Thomas form-factor)
V
so
MeV
W
so
MeV
r
so
fm
a
so
fm
Calculate elastic scattering phase-shifts
Bound state quantum numbers
J
f
0
1/2
1
3/2
2
5/2
3
7/2
4
9/2
5
11/2
6
13/2
7
15/2
8
17/2
9
19/2
10
21/2
11
23/2
12
25/2
13
27/2
14
29/2
15
L
f
0
1
2
3
4
5
6
7
8
9
10
E
bound
MeV
S
tot
0
1/2
1
3/2
2
5/2
3
7/2
4
9/2
5
N
r
1
2
3
4
5
6
7
8
9
10
show all levels
Interaction potential for bound state
V
0
MeV
r
v
fm
R
v
fm
a
v
fm
V
0
MeV
r
v
fm
R
v
fm
r
C
fm
R
C
fm
Energy data values error values
Projectile
*
Target
*
Energy system
*
lab
cm
Energy units
*
MeV
keV
eV
Data units
*
b
mb
mcb
nb
pb
MeV*b
keV*b
ev*b
Additional information
Fields * have to be completed.
[1] P. Descouvemont,
Theoretical Models for Nuclear Astrophysics
, Nova Science Publishers, 2003, ISBN: 978-1-59033-856-8
[2] P. Descouvemont,
Radiative-capture reactions
, PNTPM, ULB, Belgium