2018
DOI: 10.1002/adom.201800272
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2D Material Microcavity Light Emitters: To Lase or Not to Lase?

Abstract: Atomically thin layers of transition metal dichalcogenides (TMDs) are of great interest to the photonics community because of their unique optical properties. For example, in conjunction with microring or photonic crystal microresonators, they readily form microcavity light emitters. A number of configurations are now presented that apparently meet the conditions for lasing, yet there is considerable debate in the community as to whether lasing is actually achieved. By employing a very comprehensive set of ass… Show more

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Cited by 62 publications
(66 citation statements)
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“…Finally, we would like to briefly mention the interesting proposal of anapole-based nanolasers [15]. Both semi-classical and quantum laser theories [40][41][42][43] require a system to have a well-defined mode with a pole (of the relevant scattering coefficient or S-matrix eigenvalue) in the complex plane. Exact (radiation and absorption) loss compensation due to the introduction of gain may move this pole onto the real frequency axis, which makes the system enter a selfsustained lasing regime [40,41].…”
Section: (B)mentioning
confidence: 99%
“…Finally, we would like to briefly mention the interesting proposal of anapole-based nanolasers [15]. Both semi-classical and quantum laser theories [40][41][42][43] require a system to have a well-defined mode with a pole (of the relevant scattering coefficient or S-matrix eigenvalue) in the complex plane. Exact (radiation and absorption) loss compensation due to the introduction of gain may move this pole onto the real frequency axis, which makes the system enter a selfsustained lasing regime [40,41].…”
Section: (B)mentioning
confidence: 99%
“…Although laser generation is essentially a nonlinear process, threshold pumping for lasing can be described through a linear approximation [95], [172] because the amplitude of the laser selfoscillation is equal to zero below lasing threshold and the problem can be treated linearly, making the present description meaningful. As mentioned above, there is another, more general definition of lasing threshold, as the point where stimulated emission into the mode overcomes the spontaneous one, also known as quantum threshold condition [144], [179]. For a nanoresonator coupled to an active gain medium, this occurs when the mean photon number in the mode is unity.…”
Section: Different Scenarios In Gain/loss Systemsmentioning
confidence: 99%
“…After the invention of micro-and nano-lasers, this definition has been revised [144]. In systems with a large spontaneous emission rate, as we usually have in nanolasers, the definition of lasing threshold through the input-output characteristics becomes incorrect [147], [179], [325], [326]. Currently, the more accepted definition of lasing threshold is the point where stimulated emission into the mode overcomes the spontaneous one, so-called quantum threshold condition [144], [179].…”
mentioning
confidence: 99%
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