Two‐Dimensional Isotropic Spatial Differentiation Through Complete Polarization Control
This work enables two‐dimensional isotropic spatial differentiation at planar interfaces over a wide range of incident angles by extending the output polarization from linear to elliptical. The choice of incident angle can be used to balance broader spectral response at low angles and higher edge‐detection efficiency at larger angles.
Doyoon Lee, Minkyung Kim
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Bimodal Q-band probehead with improved signal-to-noise ratio in pulse electron paramagnetic resonance. [PDF]
Denysenkov V +3 more
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1D and 3D nanoporous anodic aluminum oxide (AAO) surfaces were functionalized with stearic acid (STA) to increase hydrophobicity and reduce the influence of humidity on radiative cooling performance. The STA coating improves cooling behavior under humid atmospheric conditions (Madrid summer), before while keeping the optical properties required for ...
Luis Moreno‐Sanabria +4 more
wiley +1 more source
Dual-band patch antenna for 5G NR (n48, n46, n77, n78), Wi-Fi, and indoor wireless applications. [PDF]
Singh PP, Sorathiya V, Al-Zahrani FA.
europepmc +1 more source
Nonlinearity-Guided Dual-Spectrum Ultrasonic Inversion for Attenuation-Independent Characterization of Subwavelength Coatings. [PDF]
Wang L +5 more
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Design of MIMO antenna for 6G applications supported by fractal geometry. [PDF]
Kumar A +5 more
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Heterolayered Carbonized MXene/Polyimide Aerogel for Low-Reflection Electromagnetic Interference Shielding and Multi-Spectrum Compatible Protection. [PDF]
Zhang S +7 more
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A Highly Compact and Isolated Triple-Band MIMO Antenna for Wireless Capsule Endoscopy and Cardiac Implant. [PDF]
Bashir T, Feng G, Chen S, Cao Y, Li W.
europepmc +1 more source
Graphical Fourier-coefficient analysis as a paper-based method for teaching structure factors. [PDF]
Weirich TE.
europepmc +1 more source
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On the geometric sequences of reflection coefficients
IEEE Transactions on Acoustics, Speech, and Signal Processing, 1990It is shown that a decaying geometric sequence of reflection coefficients corresponds to a predictor polynomial that has all of its roots on a circle centered at the origin of the complex z plane. It is shown that the radius of this circle is equal to the magnitude of the ratio of any two consecutive terms in the geometric sequence. >
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