In this paper, a quantum scheme for a two-qubit system (2QS) and field
initially prepared in the excited negative binomial distribution is
presented. The field photon statistics is detected from the evolution of
the Mandel parameter, while the evolution of von Neumann entropy detects the
nonlocal correlation between the 2QS and radiation field. The concurrence is
used to detect the qubit-qubit entanglement during the time evolution. The
dynamical properties of single-qubit and two-qubit quantum Fisher
information are investigated. We visualize the number of photon excitations
on the field in negative binomial states with influence of photon success
probability. A connection is provided between the dynamical behaviors of
these statistical quantities. We have found that the proposed quantities are
strongly influenced by the number of excited photons of the field in
negative binomial states and photon success probability.