Abstract

We explore the near-field radiative thermal energy transfer properties of hyperbolic metamaterials. The presence of unique electromagnetic states in a broad bandwidth leads to super-planckian thermal energy transfer between metamaterials separated by a nano-gap. We consider practical phonon-polaritonic metamaterials for thermal engineering in the mid-infrared range and show that the effect exists in spite of the losses, absorption and finite unit cell size. For thermophotovoltaic energy conversion applications requiring energy transfer in the near-infrared range we introduce high temperature hyperbolic metamaterials based on plasmonic materials with a high melting point. Our work paves the way for practical high temperature radiative thermal energy transfer applications of hyperbolic metamaterials.

Highlights

  • Artificial media can support electromagnetic modes that do not occur in conventional materials making them attractive as building blocks for photonic devices [1]

  • One such application is thermal engineering where control over the spectral and angular width of thermal radiation along with emissivity can lead to multitude of applications in energy conversion [2], radiative heat transfer [3], thermal stamping [4] and thermal sinks [5]

  • We show that in the mid-infrared range phonon-polaritonic metamaterials using silicon carbide and silicon dioxide multilayers can lead to super-planckian heat transfer between hyperbolic metamaterials (h-MMs)

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Summary

Introduction

Artificial media can support electromagnetic modes that do not occur in conventional materials making them attractive as building blocks for photonic devices [1] One such application is thermal engineering where control over the spectral and angular width of thermal radiation along with emissivity can lead to multitude of applications in energy conversion [2], radiative heat transfer [3], thermal stamping [4] and thermal sinks [5]. For practical applications such as thermophotovltaics high temperature heat transfer in the near-infrared range is required This arises due to compatibility issues with low bandgap photovoltaic cells for energy conversion and increased device efficiency at higher temperatures [21]. This work paves the way for high temperature thermal engineering applications of hMMs

Generalized Kirchhoff’s laws
Effective medium theory
Near-field non-locality
Near-field heat transfer spectroscopy
High temperature h-MMs
Conclusion

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