During the analysis of the various plasma processes, the subject of the laser plasma interaction occupies an important place. In this paper, the chaotic dynamics generating from the equation determining the laser plasma interaction is studied. We show how the chaotic aspects of the equations describing this interaction can be controlled. We use the passive control theory to establish controllability. The equivalent passive system is asymptotically stabilized by a state feedback. This system is able to converge state variables to zero and any desired equilibrium. Simulation results are provided to show the effectiveness of the proposed control method. These results may be of practical use in simulating plasma experiments.