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- W2012196072 abstract "Abstract The diffusion of an electron in a random magnetic field is studied in the case of very strong fields. In the limit of infinite fields the electron ceases to obey the normal law of diffusion, which is replaced by R 2 ∝ t 1/2, i.e. relative to conventional diffusion, diffusion ceases. The realistic condition of a strong D | and a weak D ⊊ (proportional to B −2) results in a mean diffusivity of equation, which for small D ⊊/D | reduces to D = (π/4)(D ⊊ D |)½, D ∝ |B|−1." @default.
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- W2012196072 date "1985-09-01" @default.
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- W2012196072 title "Diffusion in a random magnetic field" @default.
- W2012196072 doi "https://doi.org/10.1080/13642818508240623" @default.
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