Quentin Stern

Hi there! I’m a postdoc in the Han Lab at Northwestern University. I did my PhD in Sami Jannin’s team at the CRMN in Lyon, France. During my PhD, I worked on dissolution dynamic nuclear polarization (dDNP) and its applications to chemistry. dDNP is a method where nuclear spins are hyperpolarized in the solid state at low temperatures (typically 1-2 K) before being dissolved and transferred to a liquid-state spectrometer to perform high-sensitivity liquid-state NMR experiments. Part of my work has focused on the understanding the dynamics of DNP at these low temperatures. 

Moving to Northwestern University, I continued working on the fundamental aspects of DNP at low temperatures, but my focus is no longer on the applications to liquid-state NMR. Now, my aim is use to the concepts of low-temperature DNP to use model systems of nuclear spin qubit clusters in paramagnetic single crystals for quantum information processing. I aim at understanding and combating the bottleneck of most quantum information science, i.e., decoherence, leveraging the so-called frozen core and high spin polarizations (which lead to decreased magnetic noise)

Along my work, I’ve constantly used numerical simulations to get a better grasp of the experiments I was working on, by developing my own MATLAB scripts. That’s what I’m trying to share with our MARQUISE readership. I hope you’ll enjoy it!

Theory

Postulates of Quantum Mechanics

This series of posts lays out the foundational postulates of quantum mechanics using the two-level system of spin 1/2 particles as our model. In addition to a mathematical description of these postulates, MATLAB and Python code is included to show how to translate these ideas in a coding environment. These posts will provide the mathematical foundation for more complex concepts in quantum mechanics and magnetic resonance, and the building blocks for code development of spin dynamics.

Simulation

Basic NMR simulation

This series of posts shows how to simulate basic NMR experiments from scratch using MATLAB and Python using the density matrix formalism.

Publication list

2025

2024

2023

2022

2021

2020

2015

2013

Artist Credit:
Yu SciVis & Art LLC (Dr. Chung-Jui Yu)
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