  The Gaussian states are essential ingredients in many tasks of quantum
information processing. The presence of the noises imposes limitations on
achieving these quantum protocols. Therefore, examining the evolution of
quantum entanglement and quantum correlations under the coherence of Gaussian
states in noisy channels is of paramount importance. In this paper, we propose
and analyze a scheme that aims to specify and examine the dynamic evolution of
the quantum correlations in two-modes Gaussian states submitted to the
influence of the Gaussian thermal environment. We describe the time evolution
of the quantum correlations in an open system consisting of two coupled bosonic
modes embedded in a Gaussian thermal environment. We discuss the influence of
the environment in terms of the initial parameters of the input states. The
quantum correlations are quantified using Gaussian interferometric power and
the Gaussian entanglement of formation. The behavior of these quantum
correlations quantifiers is strictly dependent on the parameters of the input
states that are employed. We show that the Gaussian interferometric power is a
measurement quantifier that can capture the essential quantum correlations
beyond quantum entanglement. In addition, we show that the Gaussian
interferometric power is less influenced than the Gaussian entanglement of
formation.
