| Literature DB >> 36104330 |
Mohammad Mohammadimasoudi1,2, Pieter Geiregat3,4, Frederik Van Acker5,4, Jeroen Beeckman5,4, Zeger Hens3,4, Tangi Aubert3,4, Kristiaan Neyts5,4.
Abstract
Colloidal quantum dots (QDs) are excellent optical gain materials that combine high material gain, a strong absorption of pump light, stability under strong light exposure and a suitability for solution-based processing. The integration of QDs in laser cavities that fully exploit the potential of these emerging optical materials remains, however, a challenge. In this work, we report on a vertical cavity surface emitting laser, which consists of a thin film of QDs embedded between two layers of polymerized chiral liquid crystal. Forward directed, circularly polarized defect mode lasing under nanosecond-pulsed excitation is demonstrated within the photonic band gap of the chiral liquid crystal. Stable and long-term narrow-linewidth lasing of an exfoliated free-standing, flexible film under water is obtained at room temperature. Moreover, we show that the lasing wavelength of this flexible cavity shifts under influence of pressure, strain or temperature. As such, the combination of solution processable and stable inorganic QDs with high chiral liquid crystal reflectivity and effective polymer encapsulation leads to a flexible device with long operational lifetime, that can be immersed in different protic solvents to act as a sensor.Entities:
Year: 2022 PMID: 36104330 PMCID: PMC9475037 DOI: 10.1038/s41377-022-00960-z
Source DB: PubMed Journal: Light Sci Appl ISSN: 2047-7538 Impact factor: 20.257
Fig. 1Properties of the synthesized QDs.
a Schematic structure of a core/shell CdSe/CdS QD. b TEM image. c Absorption spectrum (blue) and photoluminescence spectrum (red) of the QDs dispersed in toluene. d QD absorption (μi > 0) or gain (μi < 0) spectrum as a function of the excitation level
Fig. 2QDCLC laser structure and characteristics.
a Schematic structure of the QDCLC laser. b Measured reflection spectrum of the QDCLC layer stack (light blue) and emission spectra for various pump intensities. c Simulated amplified spontaneous emission spectra for various imaginary parts of refractive index of the QD layer, representing various gain coefficients. d Measured high resolution spectra of the QDCLC emission for various pump intensities. e Integrated intensity of the lasing peak (around 632 nm) and of the spontaneous emission (around 650 nm) as a function of the pump intensity. f Linewidth of the measured laser beam, measured with the low (blue dots, as in b) and high (red dots, as in d, e) resolution setup, as a function of pump intensity. g Measured intensity of the QDCLC emission as a function of the emission angle. h Integrated emission of the laser peak after transmission through a quarter wave plate and a rotating polarizer
Fig. 3Experiments evaluating external factors on the QDCLC film.
a Lasing spectra of a free-standing film QDCLC laser for 9 h (32 million pulses) of continuous operation at 1 kHz. b Measured (four spectra, each time with a clamp added) and c simulated (for LC with reduced pitch) lasing spectra as a function of the pressure exerted on the QDCLC stack between two glass plates. d Photograph of the free standing QDCLC laser in hot water (54 °C). e Red shift (for four locations on the layer) and f blue shift of the lasing wavelength by heating and cooling of the water. g Photograph of a CLC mirror between two glass plates with two domains, in which the variation in the thickness and in the reflection band is observed along the red dashed line. h Measured (for 11 different locations) and i simulated (for three different CLC pitches) lasing spectra for a free-standing film with variable CLC pitch
Fig. 4Lasing emission of bend and stretched QDCLC films.
a Photograph and b Emission spectrum of a bent QDCLC laser on an adhesive film. c Illustration of how the free-standing QDCLC film with a thickness of 15 µm and a length of 15 mm is stretched to increase the length by 170 µm. d Emission spectra of the stretched laser with various stretch amplitudes and e corresponding simulation in which the thickness of the layers is reduced proportionally with the stretching amplitude