most citedModified Zakharov equations for plasmas with a quantum correction

236 citations · 478 across the 11 of their papers we have counts for

collaborators

11 papers

physics.plasm-ph2004★ 236 cited

Modified Zakharov equations for plasmas with a quantum correction

L. G. Garcia, F. Haas, L. P. L. de Oliveira +1

Quantum Zakharov equations are obtained to describe the nonlinear interaction between quantum Langmuir waves and quantum ion-acoustic waves. These quantum Zakharov equations are ap…

nlin.SI2004★ 7 cited

Lie Point Symmetries for Reduced Ermakov Systems

F. Haas, J. Goedert

Reduced Ermakov systems are defined as Ermakov systems restricted to the level surfaces of the Ermakov invariant. The condition for Lie point symmetries for reduced Ermakov systems…

physics.plasm-ph2002★ 80 cited

Nyquist method for Wigner-Poisson quantum plasmas

F. Haas, G. Manfredi, J. Goedert

By means of the Nyquist method, we investigate the linear stability of electrostatic waves in homogeneous equilibria of quantum plasmas described by the Wigner-Poisson system. We s…

math-ph2002★ 33 cited

Dynamical symmetries and the Ermakov invariant

F. Haas, J. Goedert

Ermakov systems possessing Noether point symmetry are identified among the Ermakov systems that derive from a Lagrangian formalism and, the Ermakov invariant is shown to result fro…

math-ph2002

Comment on "A note on the construction of the Ermakov-Lewis invariant"

F. Haas, J. Goedert

We show that the basic results on the paper referred in the title [J. Phys. A: Math. Gen. v. 35 (2002) 5333-5345], concerning the derivation of the Ermakov invariant from Noether s…

math-ph2002★ 20 cited

On the linearization of the generalized Ermakov systems

F. Haas, J. Goedert

A linearization procedure is proposed for Ermakov systems with frequency depending on dynamic variables. The procedure applies to a wide class of generalized Ermakov systems which…