Nucleon transfer reactions within Distorted Wave Born Approximation
[1]
Model Description
Entrance channel
Projectile
Spin
r
0
fm
Target
Spin
r
0
fm
Energy
Lab
CM
E/A
MeV
Transferred particle
Stripping
Pick-up
Spin
Exit channel
Ejectile
Spin
r
0
fm
E
*
MeV
Target like
Spin
r
0
fm
E
*
MeV
Energy
Lab
CM
E/A
MeV
Q
MeV
Calculation parameters
Θ
min
ΔΘ
N
Θ
L
max
R
max
fm
dR
fm
Spectroscopic factors: S
a
S
B
Post-form
Prior-form
Save the in- and output for
Real part of optical 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
b
0
fm
r
0 Coul
fm
Absorptive (imaginary) part of optical 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
Real part of optical 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
b
0
fm
r
0 Coul
fm
Absorptive (imaginary) part of optical 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
Transferred particle bound state:
J
tr
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
tr
0
1
2
3
4
5
6
7
8
9
10
E
bound
MeV
S
tr
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
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
Transferred particle bound state:
J
tr
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
tr
0
1
2
3
4
5
6
7
8
9
10
E
bound
MeV
S
tr
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
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
Reaction
pick-up
stripping
angle (deg) cross-section error (%)
Projectile
Target
Transferred particle
Final state
Final state exc. energy
MeV
Energy
MeV
Energy system
lab
cm
Angle system
lab
cm
Cross section units
b
mb
mcb
nb
pb
fb
[1] Resource is based on the
DWUCK5
code of P. Kunz
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