The fractal behaviour of electron scattering in solids is studied with electron trajectories simulated by Monte Carlo simulations. More precisely, the box‐counting dimension of electron trajectories in C, Cu, Ag, and Au is determined. Then, the fractal dimension curve of the position of an electron in function of time simulated in a gold target shows that the first part of the electron trajectory is described by a persistent process and that the last part is described by random walk process. Finally, the multifractal behaviour of an electron trajectory simulated in gold is presented.
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Gauvin et al. (1992) studied this question.
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