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Photoluminescence and lasing in a high-quality T-shaped quantum wires M. Yoshita, Y. Hayamizu, Y. Takahashi, H. Itoh, and H. Akiyama Institute for Solid.

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Presentation on theme: "Photoluminescence and lasing in a high-quality T-shaped quantum wires M. Yoshita, Y. Hayamizu, Y. Takahashi, H. Itoh, and H. Akiyama Institute for Solid."— Presentation transcript:

1 Photoluminescence and lasing in a high-quality T-shaped quantum wires M. Yoshita, Y. Hayamizu, Y. Takahashi, H. Itoh, and H. Akiyama Institute for Solid State Physics, Univ. of Tokyo and CREST, JST L. N. Pfeiffer and K. W. West Bell Laboratories, Lucent Technologies FOPS, at Stanley Hotel, Estes Park, CO, USA (2004.8) 1. Characterization of T-wires, single-T-wire lasers AFM, PL, PLE, PL scan, Lasing 2. Exciton, biexciton, and plasma in our best-quality single T-wire PL, Absorption/Gain spectra measured by Cassidy’s method 3. Exciton Mott transition picture does not work. New picture is needed!!!

2 Cleaved-edge overgrowth with MBE In situ Cleave (001) MBE Growth (110) MBE Growth [110] [001] GaAs substrate 600 o C490 o C by L. N. Pfeiffer et al., APL 56, 1679 (1990).

3 490 o C Growth High Quality T-wire Interface control by growth-interruption annealing (by M. Yoshita et al. JJAP 2001) Atomically flat interfaces 600 o C Anneal arm well 6nm stem well 14nm

4 (Akiyama et al. APL 2003) PL and PLE spectra 1D free exciton small Stokes shift 1D continuum states arm well stem well T-wire

5 E-field // to wire _ to wire // to arm well I E-field PLE Absorption  = 80-90 /cm (  =5x10 -4 ), or T = 1-2% @ L=0.5mm cavity for single T-wire

6 Cavity length 500  m Probability of Photon Probability of Electron Single quantum wire laser  =5x10 -4

7 Scanning micro-PL spectra Continuous PL peak over 20  m PL width < 1.3 meV scan T=5K T-wire stem well

8 500  m gold-coated cavity Threshold 5mW (Hayamizu et al, APL 2002) Lasing in a single quantum wire

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10 Excitation power dependence of PL Single quantum wire T=4K M. Yoshita, et al.

11 Free exciton Biexciton+Exciton Electron-hole plasma Density Single quantum wire T=4K n 1D = 2.6 x 10 4 cm -1 (r s = 30 a B ) n 1D = 1.7 x 10 5 cm -1 (r s = 4.6 a B ) n 1D = 1.2 x 10 6 cm -1 (r s = 0.65 a B ) n 1D ~ 10 2 cm -1 a B ~13nm E B =3meV

12 No peak shift Gradual & symmetric broadening Single quantum wire T=4K Biexciton Plasma

13 PL from 1D-continuum band edge ▼ plasma band edge (low energy edge of plasma PL) starts at biexciton energy and shows red shift. exciton band edge, (onset of continuum states) exciton ground and excited states show no shift. M. Yoshita, et al., submitted to PRL, but

14 Lasing & many-body effects in quantum wires E. Kapon et al. (PRL’89) Lasing in excited-states of V-wires W. Wegscheider et al. Lasing in the ground-state of T-wires, no energy shift, (PRL’93) excitonic lasing R. Ambigapathy et al. PL without BGR, strong excitonic effect in V-wires (PRL’97) L. Sirigu et al. (PRB’00) Lasing due to localized excitons in V-wires J. Rubio et al. (SSC’01) Lasing observed with e–h plasma emission in T-wires A. Crottini et al. (SSC’02) PL from exciton molecules (bi-excitons) in V-wires T. Guillet et al. (PRB’03) PL, Mott transition form excitons to a plasma in V-wires H. Akiyama et al. Lasing due to e–h plasma, no exciton lasing in T-wires (PRB’03) F. Rossi and E. Molinari (PRL’96) F. Tassone, C. Piermarocchi, et al. (PRL’99,SSC’99) S. Das Sarma and D. W. Wang (PRL’00,PRB’01) Theories “1D exciton Mott transition”

15 eg. D. W. Wang and S. Das Sarma, PRB 64, 195313 (2001). ・ reduction of exciton binding energy ・ red shift of the band edge (band-gap renormalization (BGR)) Physical picture of 1D exciton–plasma transition Increase of e–h pair density causes the exciton Mott transitionOur PL results show band edge exciton level no energy shift of the exciton band edge plasma low-energy edges appear at the bi-exciton energy positions, and show BGR no connection, but coexistence of two band edges no level-crossing between the band edges and the exciton level

16 B. W. Hakki and T. L. Paoli JAP. 46 1299 (1974) : Reflectivity : Absorption coeff. D. T. Cassidy JAP. 56 3096 (1984) Absorption/gain measurement based on Cassidy’s analysis of Fabry-Perot-laser emission below threshold Free Spectral Range

17 Point Absorption Spectrum by Cassidy method Excitation Light : cw TiS laser at 1.631eV Waveguide Emission Polarization parallel to Arm well Spectrometer with spectral resolution of 0.15 meV Cassidy’s Method Single wire laser, uncoated cavity mirrors

18 Excitation Light : cw TiS laser at 1.631eV Waveguide Emission Polarization parallel to Arm well Stripe shape Spectrometer with spectral resolution of 0.15 meV Spontaneous emission Measurement of absorption/gain spectrum Cassidy’s Method 8.3mW

19 Absorption/gain spectrum (High excitation power) Electron-Hole Plasma E FE E BE Gain Absorption Hayamizu et al. unpublished 8.3mW

20 1.Exciton peak and continuum onset decay without shift. 2.Gap between exciton and continuum is gradually filled. 3.Exciton changes to Fermi edge Electron-Hole Plasma Exciton Hayamizu et al. unpublished

21 Conclusions Exciton-Mott-transition picture does not work. New picture is needed. 1.As e-h density is increased, exciton peak and exciton band edge (the onset of continuum states above excitons) decay with NO shift. 2.Exciton band edge does NOT connect to plasma band edge (the low-energy edge of plasma). They even co-exist. Therefore, these edges NEVER cross exciton peak. 3.The exciton-plasma evolution is NOT like an abrupt metal- insulator transition, but a gradual crossover. 4.Lasing is caused by plasma gain, but the gain spectral shape is NOT proportional to 1D density of states, probably due to Coulomb interactions. 5.Exciton gradually changes to Fermi edge in plasma. 6.Biexciton PL gradually changes to plasma PL without shift.

22 The gain peaks appear 2meV below biexciton energy. Gain peaks have symmetric shape and no similarity to 1D Density of States. Gain peaks of 20-wires laser The gain peaks are broadened with slight red shifts.

23 (001) and (110) surfaces of GaAs (001) (110) [001] [110] [001]

24 (By Yoshita et al. APL 2002)

25 Theory 1D exciton and continuum states

26 Intensity vs. excitation power Single quantum wire T=4K Plasma r s = 0.65 a B

27 Quadratic increase Biexciton Single quantum wire T=4K

28 T. Guillet et al. (PRB’03) Mott transition form an exciton gas to a dense plasma in very-high-quality V-wire

29 eg. D. W. Wang and S. Das Sarma, PRB 64, 195313 (2001). ・ red shift of the band edge (band-gap renormalization (BGR)) ・ reduction of exciton binding energy Physical picture of 1D exciton–plasma transition Increase of e–h pair density causes the exciton Mott transition band edge exciton level

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31 (Zn,Cd ) Se/ZnSe samples Thickness 5 nm Quantum well


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