Research

Our group seeks to develop efficient modeling approaches to accelerate the design process of quantum electromagnetic technologies that will be used in building quantum computers, quantum sensors, and quantum communication systems. We aim to do this by developing novel mathematical models for quantum systems whose solutions can directly benefit from the latest research in robust and efficient computational electromagnetics (CEM) methods. The CEM methods we develop to analyze quantum systems of interest also provide unique capabilities for modeling challenging classical electromagnetics applications that involve multiscale, multiphysics, time-varying, and nonlinear features. We leverage the numerical methods we develop for these classical electromagnetics applications whenever possible.

Recent Projects

Analytical Quantum Full-Wave Solution of a Circuit Quantum Electrodynamic Device

Semiclassical Modeling of Circuit Quantum Electrodynamics Devices

Spontaneous Emission Rate Modeling of Transmon Qubits

Full-Wave Modeling of the Emission of Single Photon Sources

Multiscale Computational Electromagnetics Methods