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calc_info
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calc_info
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------------------------------------------------
Target nucleus : 90 Zr
Projectile nucleus : 32 S
Phonon excitation in the target :
r0 = 1.2000 fm
Rt = 5.3777 fm
betaN = 0.0890
betaC = 0.0890
omega = 2.1800 MeV
Lambda = 2
Nphonon = 1
Phonon excitation in the projectile :
r0 = 1.2000 fm
Rp = 3.8098 fm
betaL = 0.3200
betaC = 0.3200
omega = 2.2300 MeV
Lambda = 2
Nphonon = 1
The number of channels = 4
----------------------------------------------
** Potential Profile (Woods-Saxon) **
V0 = 69.3450 MeV
r0 = 1.1770 fm
Rn = 9.0114 fm
a = 0.6650 fm
** Coulomb radius **
r0c= 1.1000 fm
Rc = 8.4218 fm
W0 = 30.0000 MeV
r0w= 0.9000 fm
Rw = 6.8906 fm
aw = 0.3000 fm
Minimum of the Coulomb pocket
r = 7.9485 fm
V(r) = 57.7564 MeV
Maximum of the Coulomb barrier
r = 10.5792 fm
V(r) = 81.1405 MeV
------------------------------------------------
** The numer of stabilization points **
8 points
------------------------------------------------
** other information **
rmin = 0.0000 fm
rmax = 100.0000 fm
dr = 0.0400 fm
rcut = 25.0000 fm
Emin = 60.0000 MeV
Emax = 95.0000 MeV
dE = 0.4000 MeV
Jmax = 100
----------------------------------------------
Channels :
1 ch: nt = 0, np = 0, E* = 0.000 MeV
2 ch: nt = 1, np = 0, E* = 2.180 MeV
3 ch: nt = 0, np = 1, E* = 2.230 MeV
4 ch: nt = 1, np = 1, E* = 4.410 MeV