1/f Noise in Dye-sensitized Solar Cells and NIR Photon Detectors P.K.D.D.P. Pitigala, M.K.I. Seneviratne, K.Tennakone Institute of Fundamental Studies,Sri.

Slides:



Advertisements
Similar presentations
Chapter 9. PN-junction diodes: Applications
Advertisements

1 Viraj Jayaweera Department of Physics Astronomy.
Nanowire dye-sensitized solar cells
LECTURE- 5 CONTENTS  PHOTOCONDUCTING MATERIALS  CONSTRUCTION OF PHOTOCONDUCTING MATERIALS  APPLICATIONS OF PHOTOCONDUCTING MATERIALS.
Applications of Photovoltaic Technologies. 2 Solar cell structure How a solar cell should look like ?  It depends on the function it should perform,
Silicon Nanowire based Solar Cells
© S.N. Sabki Revision CHAPTER 9 CHAPTER 9 Part II.
Semiconductor Photoconductive Detectors S W McKnight and C A DiMarzio.
Wei E.I. Sha, Wallace C.H. Choy, and Weng Cho Chew
1 Ken Hanson MWF 9:00 – 9:50 am Office Hours MWF 10:00-11:00 CHM 5175: Part 2.9 Solar Cell Operation and Characterization Source h Sample Multimeter.
Optoelectronic Devices (brief introduction)
Utilizing Carbon Nanotubes to Improve Efficiency of Organic Solar Cells ENMA 490 Spring 2006.
Cell and module construction. Photovoltaic effect and basic solar cell parameters To obtain a potential difference that may be used as a source of electrical.
Semiconductor Light Detectors ISAT 300 Foundations of Instrumentation and Measurement D. J. Lawrence Spring 1999.
EE 230: Optical Fiber Communication Lecture 11 From the movie Warriors of the Net Detectors.
Solar Cell Operation Key aim is to generate power by:
Department of Aeronautics and Astronautics NCKU Nano and MEMS Technology LAB. 1 Chapter I Introduction June 20, 2015June 20, 2015June 20, 2015.
1 Detectors RIT Course Number Lecture Single Element Detectors.
Nanowire dye- sensitized solar cells J. R. Edwards Pierre Emelie Mike Logue Zhuang Wu.
Electrochemistry for Engineers LECTURE 11 Lecturer: Dr. Brian Rosen Office: 128 Wolfson Office Hours: Sun 16:00.
Solar Cells Outline. Single-Junction Solar Cells. Multi-Junction Solar Cells.
Kiarash Kiantaj EEC235/Spring 2008
Chapter 6 Photodetectors.
4/11/2006BAE Application of photodiodes A brief overview.
Solar Cells 3 generations of solar cells:
J.Vaitkus et al., WOEDAN Workshop, Vilnius, The steady and transient photoconductivity, and related phenomena in the neutron irradiated Si.
3/26/2003BAE of 10 Application of photodiodes A brief overview.
Chapter 5 Optical Detector.
ECE 340 Lecture 27 P-N diode capacitance
References Hans Kuzmany : Solid State Spectroscopy (Springer) Chap 5 S.M. Sze: Physics of semiconductor devices (Wiley) Chap 13 PHOTODETECTORS Detection.
Presented to: Presented by:
胡淑芬個人小檔案 1 /60. The Nanoscale ■ m = 1 Ångstrom ■ m = 1 Nanometer ■ m = 1 Micrometer ■ m = 1 Millimeter 2 /60.
Dye Sensitised Solar Cells
Electrical transport in ZnO and TiO 2 nanowires (for solar cell application) Chun-Chung Su and Chao-Cheng Kaun Advanced Computation & Modeling Group.
Chapter 6 Photodetectors.
Brad Gussin John Romankiewicz 12/1/04 Quantum Dots: Photon Interaction Applications.
Basic Electronics By Asst Professor : Dhruba Shankar Ray For B.Sc. Electronics Ist Year 1.
1 Prof. Ming-Jer Chen Department of Electronics Engineering National Chiao-Tung University October 9, 2014 DEE4521 Semiconductor Device Physics Lecture.
LBNL 9/15/06 Limiting factors in solar cell efficiency - how do they apply on the nano-scale ? D.G. Ast Cornell University.
References Hans Kuzmany : Solid State Spectroscopy (Springer) Chap 5 S.M. Sze Physics of semiconductor devices (Wiley) Chap 13 PHOTODETECTORS.
Zinc Tetra Phenyl Porphyrin Chromophores February 2009.
(M): No Class (Memorial Day) 5.27 (W): Energy and Nanotechnology 5.28 (Th): LAB: Solar Cell (M): Project Presentations 6.03 (W): LAB: Antimicrobial.
Fabrication and characterisation of high efficiency carbon nanotube based organic solar cells Lesias M Kotane NECSA-Wits workshop on Radiation, Material.
Region of possible oscillations
1 Stephen SchultzFiber Optics Fall 2005 Semiconductor Optical Detectors.
Photoluminescence and Photocurrent in a Blue LED Ben Stroup & Timothy Gfroerer, Davidson College, Davidson, NC Yong Zhang, University of North Carolina.
1 Date: Speaker: G. Magesh Visible light photocatalytic activity of PbSe nanocrystal/TiOx films Reference: C. Wang, K. Kwon, M. L. Odlyzko, B.
Photodetectors What is photodetector (PD)? Photodetector properties
EE105 - Spring 2007 Microelectronic Devices and Circuits
Optical Receivers Theory and Operation
Optoelectronics.
Lecture 14 OUTLINE pn Junction Diodes (cont’d)
Photovoltaic effect and cell principles. 1. Light absorption in materials and excess carrier generation Photon energy h = hc/ (h is the Planck constant)
Dye-Sensitized Solar Cells Based On Nano-Structured Semiconductors
Hadi Maghsoudi 27 February 2015
Issued: May 5, 2010 Due: May 12, 2010 (at the start of class) Suggested reading: Kasap, Chapter 5, Sections Problems: Stanford University MatSci.
Bandgap (eV) Lattice Constant (Å) Wavelength ( ㎛ ) GaN AlN InN 6H-SiC ZnO AlP GaP AlAs.
(a)luminescence (LED) (b)optical amplifiers (c)laser diodes.
MIT Amorphous Materials 11: Amorphous Silicon Macroelectronics
Application of photodiodes
Electronics & Communication Engineering
Possible methods of circumventing the 31% efficiency limit for thermalized carriers in a single–band gap absorption threshold solar quantum.
Saifful Kamaluddin bin Muzakir
PN-junction diodes: Applications
Photodetectors.
Strong infrared electroluminescence from black silicon
V. Semiconductor Photodetectors (PD)
Optoelectronic Devices
TFT – Thin Film Transsistor BIPV – Built In PV.
Triplet Sensitization by Lead Halide Perovskite Thin Films for Efficient Solid-State Photon Upconversion at Subsolar Fluxes  Sarah Wieghold, Alexander.
Presentation transcript:

1/f Noise in Dye-sensitized Solar Cells and NIR Photon Detectors P.K.D.D.P. Pitigala, M.K.I. Seneviratne, K.Tennakone Institute of Fundamental Studies,Sri Lanka P.V.V Jayaweera,A.G.U.Perera Department of Physics and Astronomy, Georgia State University, USA.

Dye-sensitized photon detector Hole collector Electron collector h  D→D * D * → D + h + + e - h s S*S*

NSC Dye N N Ru II NSC COOH N N TiO 2 OH HO O TiO 2 Dye Bonding of Dyes to the TiO 2 Surface Ru N3 dye Flower Pigment Cyanidin

O+O+ CH O BF - 4 IR-1100 O+O+ CH O BF - 4 IR-1135 IR DYES

The problem of thick dye layers SemiconductorDye Monolayer Thick dye layers are insulating and also causes quenching, i.e., D * + D * --- → D +D + heat D * + D ---→ D + D + heat At monolayer coverage quantum and energy conversion efficiencies are very small because of the poor light absorption by the monolayer.

To increase the photon absorption cross-section dye is deposited on the rough electron conducting surface TiO 2 (dyed) Conducting Tin Oxide Glass Pt Hole Collector (Redox electrolyte or p-type semiconductor h Dye coverage at monolayer level Light absorption crosssection increased nearly 1000 fold

Light absorbing material Hole collector Electron collector Thickness of the light absorbing layer can be made smaller than the exciton or carrier diffusion length L= ( D  ) 1/2, while maintaining a large optical absorption cross-section Light absorbing material- dye, semiconductor, Q-dots

Efficiencies (E &Q) of dye- sensitized solar cells Cells based on electrolytes ~ E~ 10%, Q ~ 85% Fully solid state cells (solid hole collector) ~ E ~ 4%, Q ~ 60%

Recombination Modes: Dye Sensitized Solar Cells/Photon Detectors 1.Geminate recombination h  D → D*→ D + + e - D + + e - → D 2. Recombination of the injected electron with an acceptor at dyed oxide surface 3. Recombination of the injected electron with an acceptor at the exposed conducting glass surface.

Injection and Geminate Recombination Rates Injection time D* → D + + e -, s k = 4    h [ ] 2   Semicoductor-Dye Electronic Coupling  Density of States in the CB  Recombination time D + + e - → D, s

Recombination of Electrons with Acceptors During Transit D+D+ Recombination rate =  Recombination Time =     ean free path = (D   e - +X→X -

+ X  X ֿ e-e- e-e- Recombination after leakage from the nano- particle surface Recombination at the back contact

 X ֿ e-e- X Surface trap mediated recombination

Problem of Surface Traps 1.Surface trap mediated recombination is very severe 2. Trapping and detrapping slows down transport (reduces diffusion coefficient ) 3. Trapping/Detrapping generate noise

Transition of a trapped electron to a surface state VB CB E Trapped Electron Surface State r 2R a When r is comparable to a the probability of transition of the trapped electron to a surface state is high a = h (2 m * E) -1/2

Recombination of Electrons with Acceptors During Transit D+D+ Recombinations are generally mediated by surface states e - +X→X - Surface State =  s bb Recombination Rate ~ (  s,  b ) We are not certain whether  b the wave function of electron in the bulk of the semiconductor is conduction band state or a trapped state

1/f Noise in Mesoscopic Semiconductor films At constant voltage,current exhibits 1/f ( f=frequency )noise This noise is quite sensitive to trapping- detrapping of carriers

The fluctuating current is of the form I(t) = I 0 + X(t) where I 0 is the mean and we define S(f) as S(f) gives the noise power spectrum as a function of f

(a) (b) Conducting Tin Oxide Glass Scribe TiO 2 Film FT Signal Analyzer 18V 56 K Pre-amplifier A schematic diagram illustrating (a) sample geometry used for the noise measurement. (b) The circuit used for the noise measurement.

S(f) generally satisfy Hoog’s Formula The constant A measures the level of noise and  is an exponent close to unity.

Noise spectra at 23°C of, (a) bare TiO2 film in N2. (b) bare TiO2 film in N2 at RH ~70 %. (c) bare TiO2 in a N2 saturated with I2 vapor. (d) TiO2/BPR in N2. (e) TiO2/N3 in N2. (f) TiO2/BPR in N2 saturated with I2. (g) TiO2/N3 in N2 saturated with I2. (h) TiO2/BPR in N2 at RH ~70 %. (i) TiO2/N3 in N2 at RH ~70%. (a) TiO 2 (N 2 ) (d) TiO 2 /BPR (N 2 ) (e) TiO 2 /N3 (N 2 ) (f) TiO 2 /BPR (N 2, I 2 ) (g) TiO 2 /N3 (N 2, I 2 ) (j) TiO 2 (vacuum) (k) TiO 2 /BPR (vacuum) (l) TiO 2 /N3 (vacuum) (b) TiO 2 (N 2 RH=70%) (c) TiO 2 (N 2, I 2 ) (i) TiO 2 /N3 (N 2, RH=70%) ( h) TiO 2 /BPR (N 2, RH=70%)

sample   iO 2 (vacuum) 04.4× TiO 2 (N 2 )04.4× TiO 2 /BPR (vacuum)04.4× TiO 2 /N3 (vacuum )0.4.4× TiO 2 /BPR (N 2 )04.4× TiO 2 /N3 (N 2 )04.4× TiO 2 (N 2,RH = 70% ) × TiO 2 /BPR (N 2, RH= 70%) × TiO 2 /N3 (N 2, RH = 70%) × TiO 2 (N 2, saturated I 2 vapor) ×10 -9 TiO 2 /BPR ( N 2, saturated I 2 vapor)04.3× TiO 2 /N3 ( N 2, saturated I 2 vapor )04.4× The values of parameters A and δ for different systems obtained by fitting noise data to the formulae (1), biasing voltage = 18 V : I o = 3.2×10 -4 A.

Results of the Noise Measurement 1. TiO 2 film in vacuum or N 2 no 1/f noise 2.TiO 2 film in N 2 with traces of I 2 intense 1/f noise 3.Dyed TiO 2 film in N 2 with iodine no 1/f noise Electron acceptor states created by adsorbed iodine creates 1/f noise. The dye passivates acceptor states.

When the nanocrystalline surface is bonded with a suitable dye, the trapping sites are passivated. 1/f noise suppressed Recombination suppressed Electron transport facilitated (D dye >> D bare )

Recombination in Dye-sensitized Devices Surface traps that generate 1/f noise are also the recombination sites.

Conclusion from Noise Experiments Nanocrystalline oxide films are heavily populated with defects, surface states,adsorbed species etc, that act as trapping (recombination) sites. Passivation by dye adsorption clears most of these traps. Possible applications – Solar Cells, Photon Detectors.

Gold Nano-TiO 2 p-CuSCN Dye Conducting glass Dye-sensitized NIR detector

Response time  L 2 /D L= Film thickness, D = Diffusion coefficient Detectivity ~ cm Hz -1/2 W -1 (812 nm ) Detectivities of the same order for some dyes absorbing in the region 1000 nm Responsitivities are rather low ~ A/W

Strategies for improvement Design dyes to achieve the following 1.Peak absorption 2.Fast injection slow geminate recombination 3.Attach ligands to passivate trapping sites

Conclusion High band-gap mesoscopic semiconductors 1.Insensitive to visible/IR 2. Slow carrier transport 3. Noise 4. Recombination of photogenerated carriers All the above ills can be cured in one stroke by bonding the surface with a suitably designed dye

Cells based on Indoline Dyes Indoline organic dyes give high conversion efficiencies ? Understanding of their properties and mode of interaction with TiO 2 likely to give very important clues

C CH N S N N S C H S O C H H CH 3 C H H COOH C CH N S N S C H C H H Structural Formula of the Indoline dyes D-149 and D-102 D-149 D-102

The Secret of Indolines? Anchorage via carboxylate ligand facilitate electron injection. It seems that basic nitrogen sites in indoline passivates electron accepting acidic sites on TiO 2. Thus recombination and noise suppressed. Indoline like structures can be made to absorb in the NIR region

Photocurrent Action spectra of SnO 2 cells sensitized with (a) D-149 and (b) D-102

I-V Characteristics of SnO 2 cells sensitized with (a) D-149 (b) D-102 and (c) N719 and Dark I-V Characteristics of SnO2 cells sensitized with (d) D-149 (e) D-102 and (f) N719 a b c d e f

DyeJ sc mAcm -2 V oc mV %% FF D-149 D-102 N I-V Parameters of SnO 2 cells sensitized with indoline and Ru- bipyridyl dyes

Indoline vs Ru dyes on SnO 2 SnO 2 based dye-sensitized cells are more susceptible to recombination than TiO 2 cells. With SnO 2 indolines give efficiencies higher than that Ru bipyridyl dyes It seems that indoline dyes passivates SnO 2 surface more effectively closing the recombination sites

Dye-sensitized NIR Detector Conducting Tin Oxide Glass Dye Gold TiO 2 P-CuSCN h 36

Conclusion High band-gap mesoscopic semiconductors 1.Insensitive to visible/IR 2. Slow carrier transport 3. Noise 4. Recombination of photogenerated carriers All the above ills can be cured in one stroke by bonding the surface with a suitably designed dye