Advisor: Prof. David F. Kelley, Department of Chemistry, University of California Merced, California, US
Colloidal nanocrystals find applications in display technology and photovoltaics, and can be synthesized in a variety of shapes, commonly a quasi-spherical shape. The optical properties of these dots are connected to the angular momentum fine structure and are sensitive to the extent of anisotropy in the system. Anisotropy is commonly considered to result from either the crystal field (asymmetry in the unit cell) or deviation from spherical symmetry in the morphology of the dots. We hypothesized that the electric field produced by the charged ligands on the dots' surfaces is an additional source of anisotropy. Therefore, the degree of anisotropy can be tuned by choosing the charged nature of the ligation, changing the fine structure splitting, and the degree of mixing in the different states, resulting in a measurable change in the spectroscopy and dynamics of the sample. We demonstrated the same by synthesizing quantum dots with a strongly charged ligand (octadecylphosphonic acid) and performing a ligand exchange to a weakly charged ligand (octanethiol), showing a measurable change in the spectroscopy of the dots – decrease in Stokes shift, polarization anisotropy (middle panel), and radiative lifetimes (left panel). We also noticed that certain synthetic methods that are considered equivalent produced quantum dots that were more sensitive to the ligand fields than others. We hypothesized that the nature of faceting that appears on the surface of the quantum dots changes based on the ligation and growth temperatures. A more detailed description can be found here.
The excitonic fine structure of II-VI quantum dots is well understood since Efros described it in terms of the isotropic exchange interaction (η), anisotropic factor (∆), and other material parameters. The fluorescence properties of these dots are closely related to their excitonic fine structure and, hence, are the center of a vast majority of research in the area. This fine structure splitting is often too small to be resolved spectroscopically in ensemble emission or absorption spectra. Several studies have examined the fine structure of II-VI and III-V colloidal dots. A good proportion of these studies are single particle studies where the individual emission lines from the delicate structure states are easily resolvable. However, it is reasonable to assume that one starts to produce charged excitons in millions of excitation events that occur every second. This means the study may be tainted by contributions from charged excitonic states that may get miss-assigned as fine structure splittings, making these studies unreliable. Our group has focused on employing polarization-selective Photoluminescence Excitation (PLE) spectroscopy of ensembles to study the fine structure. It does not have the same reliability issues faced by single-particle studies.
Figure (a) shows the energy level diagram of excitons in II-VI quantum dots; the solid lines (dashed line) are bright states (dark states), and (b,c) show a schematic explaining how apolarization selective PLE can probe the angular momentum fine structure in an ensemble of colloidal QDs. (a) A level diagram of 1S_e-1S_h tansitions. The homogenous dispersion of the 0U and ±1U levels are represented by the blue and red Gaussian, respectively. The schematic highlights three excitation events at energies E1, E2, and E3. (b) Shows the polarization anisotropy (r) data corresponding to CdTe dots with the three energies marked with verticle lines.
The static PLE, PLE emission, and polarization anisotropy can be fit to obtain η and ∆. The parameters obtained with this fit serve as a starting point to fit the PLE anisotropy data. The slope of the PLE anisotropy data around the first zero (0 − 100 meV region), the x-intercept, and the peak value on either side are all dependent on the splitting between ±1U and 0U states and their linewidths. The figure below shows the experimental PLE anisotropy data (blue circle) and the calculated PLE anisotropy data (red line). The final set of parameters obtained upon fitting both the static PLE and PLE anisotropy are σ_U = 51 meV, η = 16 meV, and ∆ = 18 meV. The splitting between ±1U and 0U states obtained from the fitting is 12.4 meV, and a calculated Stokes shift of 63.4 meV.
Anisotropy also affects the radiative lifetimes of quantum dots. The mixing of ±1U state with ±1L due to the breaking of spherical symmetry redistributes the oscillator strength in the lowest emitting ±1L state. The energy difference between the slightly allowed ±1L and ±2 states determines the fraction of the population that will end up in the ±1L states. Both of these factors combined determine the radiative lifetime of a quantum dot. Consequently, any change to the fine structure should result in a change in the measured radiative lifetime of the sample.
Figure (a) Shows the experimental static PLE/absorption spectra data (blue circle) of a CdTe sample and a calculated fit (solid black line). The gaussians corresponding to the ±1U and 0U states, 1Se − 2Sh transition, and cubic background are represented by the blue, pink, green, and black dashed lines, respectively. (b) The experimental (blue markers) and calculated (red solid line) polarization anisotropy data for the same sample are shown.
AIGS belongs to the I-III-VI and has been of interest for display and LED technology applications because of its non-toxic composition and featureless absorbance spectra. Several studies have shown that producing high-quality samples is challenging due to their susceptibility to quenching due to defects. Nanosys managed to synthesize high PLQY samples (~90%), which gives us an opportunity to look into the photophysics of these nanocrystals. The radiative dynamics and PLE anisotropy show signatures of possible inhomogeneous metal concentration and possible trap formation.
The schematic to the top left shows an example of the electron and hole wavefunctions in a Monte Carlo simulated particle. The panel top right shows the readitive dynamics, its wavelength dependence and multiexponential nature as seen in the residue. The lower-left panel shows the absorption and PL spectra of the AIGS dots, with the three wavelengths at which the radiative decay data were collected marked.
Advisor: Prof. Michael Scheibner, Department of Physics, University of California Merced, California, US
Epitaxially grown quantum dots are promising systems for semiconductor quantum science and technology because of their demonstrated support of optically addressable quantum states, widely tunable quantum properties, and ease of integration with conventional electronics. Coupling quantum dots enhances that functionality, for example, by providing the means to tune spin-spin interactions via electric fields at tunnel resonances. This study characterized the interactions between excitonic states in Self-assembled In(Ga)As CQDs and charge states in nearby single or coupled quantum dots. Under lifetime-limited conditions, we calculate that the indirect exciton (electron and hole localized in different dots) demonstrates μm-scale single charge sensitivity. Using electric-field dispersed photoluminescence spectroscopy, we observe splittings in the emissions of several epitaxially-grown InAs/GaAs QDMs embedded in nipip diode samples that demonstrate strong consistency with predictions and indicate the presence of single charge interactions at distances of up to 100nm. I also developed a perturbation theory approach to calculating interaction energy corresponding to tunneling charges in nearby CQDs.
Figure: Schematic of the In(Ga)As coupled quantum dots in a Schottky diode (left panel), center panel (a) shows the direct and indirect exciton states interacting with a charge in the vicinity of the QDM (b) shows the calculated spectra of the neutral exciton under the influence of the charge and right panel shows PL spectra of a QDM with positive-trion and neutral exciton without (a) and with interacting charges (b).
Advisor: Prof. R Vijaya, Department of Physics, Indian Institute of Technology (IIT) Kanpur, UP, India
Metal micro/nanostructures are well known for plasmonic modes and the Purcell enhancement they produce in emitting states in their vicinity. However, surface plasmonic modes tend to have very low Q-factors and aren't very useful for applications where a narrow emission band may be required (on-chip lares). A Tamm Plasmon Polariton (TPP) is produced at the interface of the Bragg mirror and the metallic layer. This plasmonic resonance brings together the Purcell enhancement, small mode volumes of the plasmonic layer, and the high Q-factors seen in dielectric cavities. In this project, I fabricated TP-cavity samples with different geometrical parameters to compare the measured angle-dependent reflection and transmission spectra to the enhanced emission from DCM laser dye in the presence of Tamm Plasmon Polariton mode, and we observed a ten-fold enhancement in the dye emission.
Figure: (a) shows the schematic of the Tamm plasmon cavity, (b) shows the absorption spectra of the TPP calculated via Transfer Matrix Method (TMM), (c) shows the measured reflectance and transmittance spectra (in black and brown respectively) of the TPP cavity and the underlying DBR (in solid and dashed lines respectively), and (d) shows the comparison between the measured and calculated spectra of the TPP mode shown at ~650 nm.
The angle-resolved PL spectra of DCM dye coupled to TPP mode (left panel) and the normalized PL measured at various angles (8-40 degrees) overlapped with the emission spectra of the DCM dye (gain medium)