Drive-Only Interaction Engineering via Dynamical Freezing

TL;DR

This paper introduces a drive-only control method called freezing-induced interaction engineering, which uses dynamical freezing of an auxiliary subsystem to control interactions and implement high-fidelity entangling gates in fixed-frequency quantum systems.

Contribution

It presents a novel control paradigm that reshapes Hamiltonians via dynamical freezing, enabling fast, drive-controlled entangling gates without additional hardware.

Findings

High-fidelity iSWAP gate demonstrated in simulations

Effective suppression of unwanted interactions achieved

Controllable switch between interaction-on and off regimes

Abstract

Freezing is usually used to suppress unwanted dynamics, but it can also be used to engineer interactions. We introduce freezing-induced interaction engineering, a drive-only control paradigm in which dynamically freezing an auxiliary subsystem reshapes the effective Hamiltonian of the remaining degrees of freedom. As a concrete realization, we consider a three-qubit architecture where a driven modulator $M$ is coupled to one of two target qubits, $Q_1$, while $Q_1$ and $Q_2$ retain a fixed native exchange-type interaction. When $M$ is frozen in a dressed eigenstate, its projection renormalizes the local Hamiltonian of $Q_1$. This makes the dressed-frame detuning between $Q_1$ and $Q_2$ controllable by the drive frequency. The native interaction can then be switched between two regimes: an interaction-off regime with large dressed-frame detuning, and an interaction-on regime with resonant exchange. In the interaction-on regime, the protocol realizes an iSWAP gate using the native $Q_1Q_2$ coupling. Full lab-frame simulations show high-fidelity iSWAP dynamics and strong interaction suppression in the interaction-off regime. By combining native-coupling gate speed with drive-only operational simplicity, freezing-induced interaction engineering provides a route toward fast, drive-controlled entangling gates in fixed-frequency quantum architectures.