Super-narrow frequency conversion
Roei Remez, Ady Arie
Abstract
Roei Remez, Ady Arie
Abstract
The spectral width of a nonlinear converter is usually thought to be inversely proportional to the length of the nonlinear crystal. We present a method to overcome this limitation us-ing the concept of super-oscillations, thus creating an arbitrar-ily narrow converter. A “super-narrow ” frequency doubler was fabricated by appropriate modulation of its quadratic nonlinear coefficient, showing spectral and thermal response that are narrower by 39 % and 69 % compared to the side lobes and main lobe of the sinc function response of a standard fre-quency doubling crystal with the same length. This is accom-panied by corresponding reduction of the efficiency to 14% and 0.79 % with respect to those of the first side lobe and the main lobe. We propose more advanced modulation patterns, and discuss implications such as nonlinear filtering with higher resolution than the standard crystal. © 2015 Optical
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The spectral width of a nonlinear converter is usually thought to be inversely proportional to the length of the nonlinear crystal. We present a method to overcome this limitation us-ing the concept of super-oscillations, thus creating an arbitrar-ily narrow converter. A “super-narrow ” frequency doubler was fabricated by appropriate modulation of its quadratic nonlinear coefficient, showing spectral and thermal response that are narrower by 39 % and 69 % compared to the side lobes and main lobe of the sinc function response of a standard fre-quency doubling crystal with the same length. This is accom-panied by corresponding reduction of the efficiency to 14% and 0.79 % with respect to those of the first side lobe and the main lobe. We propose more advanced modulation patterns, and discuss implications such as nonlinear filtering with higher resolution than the standard crystal. © 2015 Optical
Key concepts: Side lobe, Nonlinear system, Sinc function, Frequency multiplier, Optics, Modulation (music), Main lobe, Quadratic equation