(Color online) Eigenvalues’ dependence on the propagation angle for fixed parameters and the fixed point of component . The bifurcation through the positive real axis takes place for propagation angle . The fixed point is stable for and unstable for .
(Color online) Particle orbits for parameters and initial conditions .
(Color online) Particle orbits for parameters . The orbit is locked in phase-space and trapped along Z.
(Color online) Particle orbits for parameters . The orbit is uniformly accelerated once locked in phase-space.
(Color online) Particle orbits for . A torus emerges from the two Hopf bifurcations.
(Color online) Lorentz factor as a function of time for and initial condition . The particle can be accelerated to MeV energies for time scales of less than a millisecond.
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