This paper presents a novel automatic tuning mechanism that eliminates hand-tuning and is suitable for electronically-tunable microwave filters. The proposed method is based on a deep Q-learning approach using physics-based filter characteristic parameters like resonant frequency, bandwidth, insertion loss, and return loss. The whole tuning process is done automatically and does not require any pre-tuning or human expertise. Furthermore, unlike single-frequency post-production tuning techniques, the presented methodology is applicable to continuously-tunable filters covering a wide frequency range. This method is experimentally demonstrated on a 2-3.5 GHz evanescent-mode electronically-tunable bandpass filter. To the best of our knowledge, this is the first demonstration of such an automatic tuning mechanism where the user can specify any frequency of interest and the filter tunes automatically to that frequency within the entire operating range of the filter.
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Multi-band modal consensus filters for parabolic partial differential equations
This paper presents a new formulation of consensus filters for parabolic PDEs. Using modal decompositions, the information a given distributed filter transmits to and receives from the remaining networked filters depends on the modal information needed. If a given distributed filter can completely reconstruct a specific mode or modes of the PDE, then it does not need any information from any of the networked filters. Similarly, if a distributed filter cannot adequately reconstruct a given mode, then it receives information from the filter that can completely reconstruct that specific mode. This then presents a connectivity which is based on the information needed. This consensus protocol which is dictated by the information a filter does not have but needs, is essentially a projection of information needed onto the unobservable space. This is demonstrated for a diffusion PDE in 1D and subsequently its abstraction is formulated for Riesz-spectral systems. Numerical studies demonstrate the proposed modal consensus filters.
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- Award ID(s):
- 1825546
- PAR ID:
- 10385862
- Date Published:
- Journal Name:
- 2022 American Control Conference
- Page Range / eLocation ID:
- 2379 to 2384
- Format(s):
- Medium: X
- Sponsoring Org:
- National Science Foundation
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