Section 3.2.1; Figures 4, 5, 6.

Vlasov-Ampère-Landau equations. $k=5^{-1}$, $x_1\in(0,\frac{2\pi}{k})$, $(v_1,v_2)\in(-6,6)^2$, $t\in(0,50)$. $C=0.0$.

$N=524\,288$ ($N_{x_1}=256$, $N_{v_1}=32$, $N_{v_2}=4$, $N_{c}=16$), $R = 32$. $\Delta t=0.05$.