Dielectronic recombination may be regarded as a resonance radiative recombination process. In the process, an incident free electron with given kinetic energy collision with a ion A+q with charge +q, the free electron excited an bound electron of the ion A+q into nl state, and at the same time, itself be captured into another bound state nl, and a resonance doubly excited state will be formed. Furthermore, the state can be stable through radiative photons into some lower states. In this paper, we study the variation of Auger transition rates, radiative transition rates and dielectronic recombination rates with n in (1s1/2εp1/2)- (3s1/2np1/2)0- (n1 l1j1n2l2j2)1 recombination process using relativistic single configuration approximation method. From the method and program set up in this paper, any dielectronic recombination process for any ion can be calculated conveniently.
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