DWBA and Monte Carlo Simulation

Reaction:

Beam Energy MeV/u
Beam Jπ Ex: MeV
Target
Light recoil
Number of events

Detector:

HELIOS
SOLARIS
ISS
B-field T (minus sign = field point to upstream)
Array Pos. mm (negative for upstream)
Recoil Pos. mm (negative for upstream)

DWBA and Ex List:

For 2-nucleon transfer, Orbital take the form NL=X, where N is number of node, X is momentum number. n and L are related by Σi (2ni+li) = 2N + X + 2n + l, where ni and li are the principle number and orbital angular momentum of the each transfered nucleon, and n and l are the internal quanta of the 2-nucleon. e.g. (t,p) reaction to 0f orbtial, the left-hand side would be ni = 0 and li = 3 and the sum is 3+3 = 6 = 2N + X + 2n+l. Assume n = l = 0, we have 6 = 2N+L. Thus, 3L=0, 2L=2,1L=4, 0L=6.

TODO: guess the orbital
Positive parity Negative parity Unknown parity
Isotope: Max Ex: MeV

Ex [MeV]    Jπ Orbital

Cal. DWBA
Incoming Channel
Outgoing Channel
Only DWBA and Don't Sim. Angle range (for only DWBA)
Min [deg]: Max [deg]:

Plot config:

E vs Z Ex (cal.) ThetaCM
ThetaCM vs Z Recoil X vs Y Recoil-R vs ThetaCM
Recoil R vs Z Time diff vs Z Array X vs Y

Array Hit
Loop = 1
ThetaCM > 10 deg


Advanced control

Download Sample files: Reaction File
DetectorGeo (SOLARIS) File
DetectorGeo (HELIOS) File
Ex File
DWBA File
Plot Config File

Reaction File
DetectorGeo File
Ex File
DWBA File ^
*.in File ^
Plot Config File #
^ can be alone
# can be omitted

The source code for calculation can be found in Here