Reinforcement learning-guided optimization of critical current in high-temperature superconductors
Mouyang Cheng, Qiwei Wan, Bowen Yu, Eunbi Rha, Michael J Landry, and Mingda Li

TL;DR
This paper introduces a reinforcement learning framework combined with simulations to optimize defect configurations in high-temperature superconductors, significantly improving their critical current density for advanced technological applications.
Contribution
It presents a novel integrated workflow that autonomously discovers optimal defect patterns to enhance superconductor performance, bridging simulation and machine learning.
Findings
Achieved up to 60% of the theoretical depairing limit for $J_c$.
Up to 15-fold enhancement in critical current density over random defect configurations.
Discovered optimal defect densities and correlations for vortex pinning.
Abstract
High-temperature superconductors are essential for next-generation energy and quantum technologies, yet their performance is often limited by the critical current density (), which is strongly influenced by microstructural defects. Optimizing through defect engineering is challenging due to the complex interplay of defect type, density, and spatial correlation. Here we present an integrated workflow that combines reinforcement learning (RL) with time-dependent Ginzburg-Landau (TDGL) simulations to autonomously identify optimal defect configurations that maximize . In our framework, TDGL simulations generate current-voltage characteristics to evaluate , which serves as the reward signal that guides the RL agent to iteratively refine defect configurations. We find that the agent discovers optimal defect densities and correlations in two-dimensional thin-film…
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