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Da Huang

Researcher at Duke University

Publications -  33
Citations -  1326

Da Huang is an academic researcher from Duke University. The author has contributed to research in topics: Metamaterial & Split-ring resonator. The author has an hindex of 16, co-authored 33 publications receiving 1286 citations. Previous affiliations of Da Huang include Mitsubishi Electric Research Laboratories & Southeast University.

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Wireless energy transfer to moving devices

TL;DR: In this paper, the authors present a method and a system configured to transfer energy wirelessly, comprising: a source configured to generate evanescent waves, in response to receiving the energy, on at least part of a surface of the source; a sink configured to receive the energy from the source via a coupling of the evanescence waves; and a load configured to receive energy from a sink, wherein the load and the sink are configured to move along the surface of a source such that the at least a part of evanescales are coupled between the source and
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Description and explanation of electromagnetic behaviors in artificial metamaterials based on effective medium theory

TL;DR: A general theory of effective media to set up the relationship between the particle responses and the macroscopic system behaviors for artificial metamaterials composed of periodic resonant structures and proposes a more advanced form of the fitting formulas for the effective electromagnetic parameters of metamMaterials.
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Magnetic Metamaterial Superlens for Increased Range Wireless Power Transfer

TL;DR: The impact of a magnetic metamaterial (MM) superlens on long-range near-field WPT is demonstrated, quantitatively confirming in simulation and measurement the conditions under which thesuperlens can enhance power transfer efficiency compared to the lens-less free-space system.
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Controlling the second harmonic in a phase-matched negative-index metamaterial.

TL;DR: This Letter experimentally demonstrates the nonlinear-optical mirror effect in a bulk negative-index nonlinear metamaterial, along with two other novel phase-matching configurations, utilizing periodic poling to switch between the three phase- matching domains.
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Analysis of nonlinear electromagnetic metamaterials

TL;DR: In this paper, the authors derived the expressions for the effective nonlinear susceptibilities of a metacrystal formed from resonant elements that couple strongly to the magnetic field and experimentally illustrate the accuracy and validity of their theoretical framework.