  The present research article is devoted to the study of two fluid-dynamical
traffic models and their steady states by first analyzing the kinetic-type
Borsche-Kimathi-Klar model and the Navier-Stokes-type Helbing model. To fulfill
this purpose, the study is made by means of a general analysis in the phase
space. Phase space paths are constructed in several cases for both models,
evaluating explicitly some phase space trajectories. Ultimately, the results of
these analyses are discussed.
