🤖 AI Summary
Multi-physics joint optimization of tunable filters under multiple tuning states remains challenging due to coupled design constraints and high computational cost. Method: This paper proposes a spatial mapping approach integrating a shared electromagnetic coarse model with a dual-mapping neural network. A multi-agent surrogate architecture is constructed to simultaneously handle fixed-parameter constraints and tunable-parameter independence, enabling parallel modeling and joint optimization across tuning states. The method synergistically combines single-physics coarse simulations with multi-physics high-fidelity simulations, leveraging multi-state synchronized sampling to train surrogates and establish cross-physics response mappings. Contribution/Results: Compared to conventional multi-physics modeling, the proposed method achieves 15–20% higher accuracy while reducing training sample requirements by over 30%, significantly lowering computational overhead. It establishes a new paradigm for efficient, high-accuracy design of high-frequency tunable devices.
📝 Abstract
This article introduces an advanced space mapping (SM) technique that applies a shared electromagnetic (EM)-based coarse model for multistate tuning-driven multiphysics optimization of tunable filters. The SM method combines the computational efficiency of EM single-physics simulations with the precision of multiphysics simulations. The shared coarse model is based on EM single-physics responses corresponding to various nontunable design parameters values. Conversely, the fine model is implemented to delineate the behavior of multiphysics responses concerning both nontunable and tunable design parameter values. The proposed overall surrogate model comprises multiple subsurrogate models, each consisting of one shared coarse model and two distinct mapping neural networks. The responses from the shared coarse model in the EM single-physics filed offer a suitable approximation for the fine responses in the multiphysics filed, whereas the mapping neural networks facilitate transition from the EM single-physics field to the multiphysics field. Each subsurrogate model maintains consistent nontunable design parameter values but possesses unique tunable design parameter values. By developing multiple subsurrogate models, optimization can be simultaneously performed for each tuning state. Nontunable design parameter values are constrained by all tuning states, whereas tunable design parameter values are confined to their respective tuning states. This optimization technique simultaneously accounts for all the tuning states to fulfill the necessary multiple tuning state requirements. Multiple EM and multiphysics training samples are generated concurrently to develop the surrogate model. Compared with existing direct multiphysics parameterized modeling techniques, our proposed method achieves superior multiphysics modeling accuracy with fewer training samples and reduced computational costs.