Abstract
AbstractA recent theory for the effects of localized defects in metals on the amplitudes and the periods of the de Haas‐van Alphen oscillations is applied to point defects in copper. The parameters characterizing a defect in the employed model are fixed by means of the neutrality condition and the residual resistivity. The calculations of the Dingle temperatures and the changes in period are carried out for the most important extremal orbits on the Fermi surface of copper as given by Halse. The agreement with the available experimental data is satisfactory. The calculated changes in the de Haas‐van Alphen periods are shown to differ not very much from those obtained in the rigid‐band model.
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