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Tue 9 Jun | 13:30 - 15:10
153AB
This session presents recent advances in computational techniques, including machine-learning-enabled methods for microwave applications, with a focus on accelerating full-wave analysis and design. Contributions include rapid synthesis of training data for deep-learning surrogates, physics-informed neural operators for electromagnetic forward and inverse problems, and data-driven constitutive modeling within FDTD solvers. Novel numerical methods addressing ill-posed discrete Maxwell systems and tensor-train-accelerated FDTD with logarithmic computational cost are also featured. Together, these works highlight the integration of physics-based rigor, machine learning, and low-rank numerical techniques to enable fast, accurate, and scalable simulation and design of complex microwave systems.
13:30 - 13:50
Tu3I-1 Physics-informed Neural Operator for Solving Electromagnetic Forward and Inverse Problems
13:50 - 14:10
Tu3I-2 Rapid Full-Wave Training-Data Synthesis for Deep-Learning Surrogates
14:10 - 14:30
Tu3I-3 Efficient and Accurate Method for Separating Variant Components from Invariant Background and Component Model Fusion for Fast RFIC Design Space Exploration
14:30 - 14:50
Tu3I-4 Efficient and Exact Method for Correcting the Ill-Posedness of the Discrete Maxwell System
14:50 - 15:00
Tu3I-5 A Data-Driven Implementation of Field Constitutive Relations for the FDTD Simulation of Dispersive Media
15:00 - 15:10
Tu3I-6 Tensor Train Accelerated FDTD Method with Logarithmic Cost of Spatial Operations