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The thickness‐dependent energy gap oscillations in the metallic nanofilms are investigated by the use of the self‐consistent numerical solutions of the Bogoliubov‐de Gennes equations. We analyze, how the changes in the electron density (   n  e   ) and the electron–phonon coupling constant ( g ) influence the amplitude of the considered oscillations. It is found, that the increase in    n  e    and the decrease in  g  can lead to a significant reduction of the oscillations amplitude. As a result, for the values of the mentioned parameters, which correspond to some of the realistic situations the thickness‐dependent superconducting gap oscillations can be significantly suppressed. The computational results are compared with recent experimental data.

Influence of the electron density on the thickness‐dependent energy gap oscillations in superconducting metallic nanofilms