Rearrangement of the Experimental Data of Low Lying Collective Excited States

The classication of low-lying excited states in even even deformed nuclei has been done. The available experimental data are represented as the en-ergies parabolic distributed by number of collective excitations. With other words each excited state now is determined as the collective state with the corresponding number of bosons. In this paper we use the Interacting Vec-tor Bosons Model to vindicate that the experimental data for low-lying ex-cited states possessing not equal to zero spins can also be described with parabolic distribution function depending on the number of collective exci-tations building the corresponding state. We represent the available experimental data in the form of the energies of the 0+ excited states as distributed by positive integer parameter and determine this classication parameter in the way giving us information about collective structure peculiarities of these states. In recent new representation of the experimental data of the low lying excited 0+states. has been applied using the distribution function. En = An¡Bn2 + C (1) This form of the distribution function appears as the energy spectrum pro-duced by model monopole Hamiltonian [1] H = ®Rj+