  Generation of Aharonov-Bohm (AB) phase has achieved a state-of-the-art in
mesoscopic systems with manipulation and control of the AB effect. The
possibility of transfer information enconded in such systems to non-classical
states of light increases the possible scenarios where the information can be
manipulated and transfered. In this paper we propose a quantum transfer of the
AB phase generated in a spintronic device, a topological spin transistor (TST),
to an quantum optical device, a coherent state superposition in high-Q cavity
and discuss optical and spin-optical superpositions in the presence of an AB
phase. We demonstrate that the AB phase generated in the TST can be transfered
to the coherent state superposition, considering the interaction with the spin
state and the quantum optical manipulation of the coherent state superposition.
We show that these cases provide examples of two-qubit states modulated by AB
effect and that the phase parameter can be used to control the degree of
rotation of the qubit state. We also show under a measurement on the spin
basis, an optical one-qubit state that can be modulated by the AB effect. In
these cases, we consider a dispesive interaction between a coherent state and a
spin state with an acquired AB phase and also discuss a dissipative case where
a given Lindblad equation is achieved and solved. Keywords: Quantum transfer;
Aharonov-Bohm phase; Spintronics; Quantum Optical Devices.
