1. All-optical majority gate based on an injection-locked laser
- Author
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Arkadi Chipouline, Matti Lassas, Tuomo von Lerber, Lauri Ylinen, Franko Küppers, Vladimir S. Lyubopytov, Klaus Hofmann, Department of Mathematics and Statistics, Matti Lassas / Principal Investigator, and Inverse Problems
- Subjects
Adder ,Computer science ,lcsh:Medicine ,Physics::Optics ,02 engineering and technology ,01 natural sciences ,Article ,RECONFIGURABLE LOGIC ,Vertical-cavity surface-emitting laser ,law.invention ,010309 optics ,020210 optoelectronics & photonics ,SIGNALS ,law ,FLIP-FLOP ,0103 physical sciences ,111 Mathematics ,0202 electrical engineering, electronic engineering, information engineering ,Electronic engineering ,SWITCH ,Lasers, LEDs and light sources ,Hardware_ARITHMETICANDLOGICSTRUCTURES ,lcsh:Science ,Flip-flop ,Electronic circuit ,Multidisciplinary ,business.industry ,Photonic devices ,lcsh:R ,NOR ,Laser ,Nonlinear system ,Semiconductor ,Laser diode rate equations ,Bit error rate ,lcsh:Q ,business - Abstract
An all-optical computer has remained an elusive concept. To construct a practical computing primitive equivalent to an electronic Boolean logic, one should utilize nonlinearity that overcomes weaknesses that plague many optical processing schemes. An advantageous nonlinearity provides a complete set of logic operations and allows cascaded operations without changes in wavelength or in signal encoding format. Here we demonstrate an all-optical majority gate based on a vertical-cavity surface-emitting laser (VCSEL). Using emulated signal coupling, the arrangement provides Bit Error Ratio (BER) of 10−6 at the rate of 1 GHz without changes in the wavelength or in the signal encoding format. Cascaded operation of the injection-locked laser majority gate is simulated on a full adder and a 3-bit ripple-carry adder circuits. Finally, utilizing the spin-flip model semiconductor laser rate equations, we prove that injection-locked lasers may perform normalization operations in the steady-state with an arbitrary linear state of polarization.
- Published
- 2022
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