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Vlasov approximation

The approximation where we ignore 0 " and keep 0 can be solved exactly. This approximation corresponds to a generalized random-phase approximation or a linearized Vlasov approximation where the bare potential V(r) is replaced by — Co(r). Since 0 does not take into account any damping... [Pg.190]

The situation is similar to the one encountered in the kinetic theory of dilute plasmas. 510 To lowest order in the density+) the one-particle distribution function of the electrons obeys the Vlasov equation. The next order approximation consists of two coupled equations for the one-particle and two-particle distribution functions. On the other hand, in the kinetic theory of gases Bogolyubovft) has proposed an... [Pg.126]

Figure 7. Dipole signal along the direction of laser polarization (Dz, upper part) and number of emitted electrons (Nesc, lower part) as a function of time during the interaction of a femtosecond laser pulse withNaJ. The laser frequency and fluency are = 2,7oeV and J = 6 10uW/cm2, and the pulse envelope is indicated in dashed line. Both Vlasov and VUU results arc plotted for comparison. Ionic background is treated in the soft jellium approximation. From [44],... Figure 7. Dipole signal along the direction of laser polarization (Dz, upper part) and number of emitted electrons (Nesc, lower part) as a function of time during the interaction of a femtosecond laser pulse withNaJ. The laser frequency and fluency are = 2,7oeV and J = 6 10uW/cm2, and the pulse envelope is indicated in dashed line. Both Vlasov and VUU results arc plotted for comparison. Ionic background is treated in the soft jellium approximation. From [44],...

See other pages where Vlasov approximation is mentioned: [Pg.286]    [Pg.286]    [Pg.154]    [Pg.176]    [Pg.38]    [Pg.48]    [Pg.295]   
See also in sourсe #XX -- [ Pg.190 ]




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