Abstract

We study scanning gate microscopy (SGM) in open quantum rings obtained from buriedsemiconductor InGaAs/InAlAs heterostructures. By performing a theoretical analysisbased on the Keldysh–Green function approach we interpret the radial fringes observed inexperiments as the effect of randomly distributed charged defects. We associate SGMconductance images with the local density of states (LDOS) of the system. We show thatsuch an association cannot be made with the current density distribution. By varying anexternal magnetic field we are able to reproduce recursive quasi-classical orbits in LDOSand conductance images, which bear the same periodicity as the Aharonov–Bohmeffect.

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