Hamiltonian theory of guiding-centre motion in an electric field with strong gradient

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Ecole Royale Militaire-Koninklijke, Militaire Sch, Brussels, Belgium ^{[1
]}

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J Plasma Phys | / pt 2卷 / 211-242期

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[31] Hamiltonian structure of motion and dynamics of a particle in a constant homogeneous magnetic field and a transverse electric field
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[32] Hamiltonian structure of motion and dynamics of a particle in a constant homogeneous magnetic field and a transverse electric field
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[33] DRIFT THEORY OF MOTION OF A CHARGED-PARTICLE IN A STRONG ELECTRIC-FIELD IN WEAK-RELATIVISTIC APPROXIMATION
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[34] The field of a single centre in Einstein's theory of gravitation and the motion of a particle in the at field
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[36] POSSIBILITY OF UNCHARGED PARTICLES MOTION IN STRONG HOMOGENEOUS ELECTRIC-FIELD
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[37] THE BILOCAL APPROXIMATION FOR THE ELECTRIC-FIELD IN STRONG FLUCTUATION THEORY
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[38] ELECTRIC FIELD GRADIENT CALCULATIONS WITH ONE-CENTRE EXPANSION WAVE FUNCTIONS
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[39] THEORY OF NUCLEAR ELECTRIC-FIELD GRADIENT IN TRIGONAL TELLURIUM
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[40] NONLINEAR THEORY OF INSTABILITIES IN A PLASMA LOCATED IN A STRONG ELECTRIC FIELD
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