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Multi-Dimensional Multiplexed Metasurface for Multifunctional Near-Field Modulation by Physics-Driven Intelligent

Jian Lin Su1,2, Zi Xuan Cai1,2, Yiqian Mao1,2

  • 1State Key Laboratory of Millimeter Wave, Southeast University, Nanjing, 210096, China.

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Summary

A new physics-driven intelligent design (PDID) method accelerates metasurface design by integrating physical knowledge into AI. This approach significantly reduces design time and data needs for advanced metasurfaces.

Keywords:
coupled mode theorymultiple degrees of freedommultiplexed metasurfacesnear‐field manipulationphysics‐driven intelligent design

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Area of Science:

  • Materials Science
  • Computational Science
  • Information Technology

Background:

  • Metasurfaces offer tunable properties through engineered meta-atom arrangements.
  • Advanced metasurfaces with multiple degrees of freedom (MDOF) present design challenges due to vast design spaces.
  • Existing data-driven intelligent design methods struggle with data scarcity, interpretability, and generalization.

Purpose of the Study:

  • To propose a physics-driven intelligent design (PDID) paradigm for creating MDOF multiplexed metasurfaces.
  • To enhance the physical interpretability and reduce data dependency of metasurface design.
  • To demonstrate a computationally efficient and versatile design tool.

Main Methods:

  • Developed a PDID paradigm integrating physical prior knowledge into deep neural networks.
  • Applied the PDID method to the design of MDOF multiplexed metasurfaces.
  • Validated the designed metasurfaces through experimental testing.

Main Results:

  • PDID reduced design time and database size by two orders of magnitude compared to traditional intelligent designs.
  • Achieved enhanced physical interpretability and reduced reliance on extensive datasets.
  • Experimental validation confirmed the versatility and computational efficiency of the PDID method.

Conclusions:

  • The PDID paradigm offers a novel and effective tool for designing advanced metasurfaces.
  • Integrating physical knowledge with machine learning addresses key challenges in computational material design.
  • This interdisciplinary approach holds significant potential for future innovations in science and technology.