Radioactive Decay Energy Reactions Should Include Vibrational and Rotational Kinetic Energies

In order to reconcile theory with experimental results energy relations of unstable nuclei should include vibrational and rotational kinetic energies. For alpha decay: $M_Pc^2 + 1/2I\omega_r^2 + (n +1/2)\hbar\omega_v +1/2M_Pv^2 = M_Dc^2 +1/2I\omega_r^2 +(n +1/2)\hbar\omega_v +1/2M_Dv^2 + M_\alpha c^2 +1/2I\omega_r^2 + (n +1/2)\hbar\omega_v +1/2M_\alpha v^2$. For beta decay: $M_Pc^2 + 1/2I\omega_r^2 +(n +1/2)\hbar\omega_v +1/2M_Pv^2 = M_Dc^2 + 1/2I\omega_r^2 + (n +1/2)\hbar\omega_v + 1/2M_Dv^2 + M_ec^2 +1/2I\omega_r^2 + (n+1/2)\hbar\omega_v + 1/2M_ev^2$. $1/2I\omega_r$ is the rotational kinetic energy and $(n +1/2)\hbar\omega_v$ is the vibrational kinetic energy.