2019
DOI: 10.1021/acsphotonics.9b00938
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Nonlinear Spectroscopy on the Plasmonic Analog of Electromagnetically Induced Absorption: Revealing Minute Structural Asymmetries

Abstract: Tailoring not only the linear but also the nonlinear properties of plasmonic structures has been a longstanding idea. The plasmonic dolmen structure with its many degrees of freedom in design has been of particular interest. We are investigating this system in detail in the retarded weak-coupling regime, the so-called plasmonic analog of electromagnetically induced absorption. While it is generally expected that the enhanced absorbance leads to an increased nonlinear generation, we find that the details are mo… Show more

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Cited by 9 publications
(12 citation statements)
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“…Therefore, recorded x ‐polarized SHG emissions can be described by ISHG(α)A(α)+B(α)2 in which A (α) and B (α) refer to these two contributions that are proportional to cosα and sinα, respectively. When assuming a relative phase (φ) term between these two contributions, [ 12 ] we obtain ISHG(α)A2cos2α+B2sin2α+2ABcosαsinαcosφ in which A and B are the amplitude of nonlinear harmonic fields, respectively, excited by x ‐ and y ‐polarized FF beams, and are proportional to ||χxxxfalse(2false) and ||χxyyfalse(2false). Experimental data can thus be fitted with Equation () (Figure 3a, highlighted in red lines) to extract a limitation of ||χxxxfalse(2false)/||χxyyfalse(2false)=10/7 and φ = 85° for AlNanocap(60°).…”
Section: Resultsmentioning
confidence: 99%
See 3 more Smart Citations
“…Therefore, recorded x ‐polarized SHG emissions can be described by ISHG(α)A(α)+B(α)2 in which A (α) and B (α) refer to these two contributions that are proportional to cosα and sinα, respectively. When assuming a relative phase (φ) term between these two contributions, [ 12 ] we obtain ISHG(α)A2cos2α+B2sin2α+2ABcosαsinαcosφ in which A and B are the amplitude of nonlinear harmonic fields, respectively, excited by x ‐ and y ‐polarized FF beams, and are proportional to ||χxxxfalse(2false) and ||χxyyfalse(2false). Experimental data can thus be fitted with Equation () (Figure 3a, highlighted in red lines) to extract a limitation of ||χxxxfalse(2false)/||χxyyfalse(2false)=10/7 and φ = 85° for AlNanocap(60°).…”
Section: Resultsmentioning
confidence: 99%
“…[ 11,18 ] Additionally, the decreased asymmetry orientation in AlNanocaps results in the anticlockwise rotation of emission coils for E x (2ω) (Figure 3a–c, upper panel), whereas emission coils for E y (2ω) remain unchanged (Figure 3a–c, bottom panel, highlighted in red double‐headed arrows). According to fitting results (highlighted in red lines), the rotation and the opening of emission coils can be quantitatively attributed to the evolution of both relative amplitude and phase terms between these two contributions, [ 12 ] i.e., φ = 85° for AlNanocap(60°), φ = 75° for AlNanocap(45°), and φ = 65° for AlNanocap(30°), while keeping the limitation of ||χxxxfalse(2false)/||χxyyfalse(2false)=10/7 unchanged.…”
Section: Resultsmentioning
confidence: 99%
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“…The ultrafast nonlinearity could also be utilized in nonlinear sensing schemes . Detailed investigations of material and polarization dependence, more complex hybrid geometries, band-structure dependencies of the used metals, utilizing double resonant conditions, nonlinear Fano schemes, and chiral nonlinearities, as well as creating ultranarrow resonances using dielectric fiber cavities, were carried out in our group, all resulting from the initial stimulus and inspiration of Mark Stockman.…”
Section: Nonlinear Ultrafast Plasmonicsmentioning
confidence: 99%