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Quantum Dots: Confinement and Applications
John Sinclair Solid State II Dr. Dagotto Spring 2009
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Outline Confinement Applications What do we mean?
Small dot or Quantum Dot? Experimental Evidence Applications Lasers Biology
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Recent History and Motivation
Advances in imaging techniques all us to image things at the angstrom level Scanning Tunneling Electron Microscopes Atomic Force Microscopy Scanning Transmission Electron Microscopes AFM Image InAs SEM Image of graphene
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Quantum Confinement 3-D 2-D or Quantum Wells 1-D or Quantum Wires
All carriers act as free carriers in all three directions 2-D or Quantum Wells The carriers act as free carriers in a plane First observed in semiconductor systems 1-D or Quantum Wires The carriers are free to move down the direction of the wire 0-D or Quantum Dots Systems in which carriers are confined in all directions (no free carriers)
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Confinement Continued
So what if a material is confined in one direction? As the material becomes confined its Density of States changes In the confined direction you can think of the carriers as particles in boxes
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What is the relevant length scale?
Optical Excitations Optical excitations should require the band gap In semiconductors excitations exist just below the band gap The Exciton These excitations are bound hole electron pairs Below the band gap due to binding energy Hydrogen like quasi particle Hydrogen like energy states Effective Bohr Diameter
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Exciton Bohr Diameter Material Dependent Parameter
The same size dot of different materials may not both be quantum dots The Bohr Diameter determines the type of confinement 3-10 time Bohr Diameter: Weak Confinement ΔE ~ 1/M* M* effective mass of exciton Smaller than 3 Bohr Diameter: Strong Confinement ΔE ~ 1/μ* μ* effective mass of hole and electron
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Exciton Bohr Diameter
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Experimental Observation of Confinement
Just imaging a small dot is not enough to say it is confined Optical data allows insight into confinement Optical Absorption Raman Vibration Spectroscopy Photoluminescence Spectroscopy
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Optical Absorption Optical Absorption is a technique that allows one to directly probe the band gap The band gap edge of a material should be blue shifted if the material is confined Bukowski et al. present the optical absorption of Ge quantum dots in a SiO2 matrix. As the dot decreases in size there is a systematic shift of the band gap edge toward shorter wavelengths
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The Blue Shift The amount of Blue Shift is a material dependent property It is largest for Ge, but Why? The amount of blue shift scales with the concavity of the band gap Particularly the portion of the band that is important as confinement sets in and the DOS changes
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Band Gap Comparison Band gap comparison of Ge and CdTe
Must greater concavity of Ge translates to larger blue shift
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Raman Vibrational Spectroscopy
Raman vibrational spectroscopy probes the vibrational modes of a sample using a laser As the nanocrystal becomes more confined the peak will broaden and shrink Here we see a peak shift toward the laser line Various Ge dots of different sizes on an Alumina film
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Direction of Raman Shift
Here we see the same broadening and shrinking of the Raman Peak We see a peak shift away from the laser line No systematic shift of the Raman line Shifts toward the laser line are due to confinement Shifts away from the line are due to lattice tension due to film miss-match Ge dots in a SiO2 matrix
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Photoluminescence Spectroscopy
Photoluminescence spectroscopy is a technique to probe the quantum levels of quantum dots Here we see dots of various size in a quantum well (a) is quantum well spectrum (d) is smallest particles 80 nm
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Promise from Photoluminescence
Photoluminescence spectrum of a 3-layer stack of InP quantum dots Very narrow absorption should allow for production of great lasers At present QD lasers only out perform other solid state lasers at low temperatures (below room temperature) Problems arise due to high threshold currents at high temperature Some QD lasers do not even lase at room temperature
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A Brief Look at Biological Applications
Attaching ligand molecules and receptors to surface of quantum dots can create new functional form of joined dots Patterned substrates can cause QDs to form intricate patterns QDs can be used as cellular structure tags with attachment of appropriate ligands
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References Tracie J. Bukowski, Critical Reviews in Solid State and Materials. Sciences (2002) D. L. Huaker, G. Park and D. G. Deppe, Applied Physics. Journal (1998) S. Hoogland, V. Sukhovatkin, Optics Express. (2006) Teresa Pellegrino, Stefan Kudera and W. J. Parak. small (2005) N. N. Ledentsov, et al., Quantum dot heterostructures: fabrication, properties, lasers. Semiconductors (1998)
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