Particle singles
From GOSIA
| Line 4: | Line 4: | ||
For the scattering kinematics, | For the scattering kinematics, | ||
Gosia assumes that the Q-value is the energy of the first excited state—state | Gosia assumes that the Q-value is the energy of the first excited state—state | ||
| - | + | number 2 in LEVE. This can be changed using the CONT option NCM, if, for example, | |
| - | the probability of the first excited state is << 1 | + | the probability of the first excited state is << 1. In that case, the ground state might be a better choice. |
===Calculating the excitation probabilities=== | ===Calculating the excitation probabilities=== | ||
| Line 16: | Line 16: | ||
</pre> | </pre> | ||
| - | in place of OP,YIEL, quickly generates the Coulomb excitation probabilities of all states in the system. | + | in place of OP,YIEL, quickly generates the Coulomb excitation probabilities of all states in the system. This is a 'point' calculation at the mean scattering angle and beam energy given in EXPT rather than a full integration. |
