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Schottky barriers and Organic semiconductors

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Presentation on theme: "Schottky barriers and Organic semiconductors"— Presentation transcript:

1 Schottky barriers and Organic semiconductors
Hubert Nguyen Physics 211A December 10, 2007 PFO - polymer PTCDA - single molecule crystal

2 Overview Electronic structure Organic molecular beam deposition (OMBD)
Transport properties Interface effects

3 Electronic structure I

4 Schottky-Mott rule Vacuum alignment at interface alignment at
thermal equilibrium Built-in potential Valid for inorganic semiconductors (with some exceptions…)

5 Current transport Forward/reverse bias Thermionic emission
Field emission Thermionic field emission Recombination FE Recombination - at depletion region

6 Tight binding in organic crystal
Energy gap ~ 2 eV Bandwidth ~ 0.1 eV No ions, only neutral molecules Van der Waals forces dominate Experiments measure: A = electron affinity  = work function I = ionization potential

7 Vacuum levels at surface
V(s) ≠ V(∞) Surface dipole layer at metal surface Electron cloud leaking out of surface An additional dipole layer on top of metal surface dipole layer Origin Charge transfer across interface Redistribution of charge cloud Interfacial chemical reaction Potential distribution at interface given by Poisson’s equation

8 Vacuum alignment for metal-organic interface
S-M rule of common vacuum level is broken by interfacial dipole layer shift “Pillow effect” Hole barrier Delta shows up in experimentally measured vacuum level using PES Pillow effect - Pauli exclusion at interface compresses electron tail of metal, lowering phi_M Electron barrier

9 Deviation from S-M limit
Slope parameter Zero dipole, S = 1 PES eV

10 Band bending Bandwidth ~ 0.1 eV
does not always align (i.e. insufficient number of mobile charge carriers when )

11 Band gap Larger M, smaller hole-barrier
Perylene - planar aromatic; large intrinsic mobility at low temp MPcs - planar with metal ion; high photoconductivity, electroluminescence, fairly large mobility

12 Organic molecular beam deposition (OMBD)
II

13 Sample purification Gradient sublimation
Organic stacking behavior is highly sensitive to impurities Electrical properties not as heavily affected directly by impurities due to localization Growth very sensitive to impurities Inpurities don’t affect electrical properties due to localization of molecular orbitals, but they do affect stacking behavior Gradient sublimation

14 Crystal growth Ultra high vacuum Growth rates Impurity adsorption rate
P ~ torr Growth rates Å/s (0.7 ML/h - 30 ML/s) Impurity adsorption rate Substrate temperature Turbomolec pumps Impurities accum at low growth rates Recommended: ML/s (similar to MBE semicond) Ex: if residual gas is nitrogen, P = 5e-9 torr -> tau ~ 3 min per ML; P = 5e-10 torr -> tau ~ 30 min Cannot deposit too many layers as flux drops off quickly due to cooling of rod ~ 3-30 min/ML

15 Depo rate

16 Growth modes Inorganic Organic
Strong interatomic covalent bonding (cohesion) meV/atom Close lattice matching required 1-1 commensurate relationship Organic Weak van der Waals (vdW) interaction 1-10 meV/atom; but ~1000 meV/molecule Lattice matching requirement relaxed Higher tolerance for interface-adlayer strain Growth determined by substrate rather than bulk Organic/inorganic lattice constants usually don’t match anyway

17 Long range order is possible without strict lattice matching
PbPc Molecules rotate to minimize vdW binding Rotational degree of freedom Electrostatic interactions between metal atom with anion (-) in substrate lattice; e charge localized on Pb atom n < 5 ML possible until disordered bulk Alignment at high symmetry axes is preferred

18 Growth modes (cont.) Conventional: chemisorption
usually equilibrium growth Quasi-epitaxy: - physisorption (vdW) non-equilibrium growth azimuthal order higher strain tolerance for ordered growth QE - layer by layer, layer plus island; long range order although incommensurate Unstrained vdWE - layer plus island

19 STM imaging Commensurate growth, layer-plus-island mode
Competition of vdW binding energies may lead to occasional defects minimize energy among molecules within layer vs. minimize energy between layer and substrate With large number of d.o.f., calculating energy minimization is cumbersome

20 Passivated substrates
Very weak MPc-substrate interaction No adlayer wetting Standing up configuration High degree of ordering observed in AFM and LEED

21 Superlattices No deposition Deposit B on A Growth of each
Adhesive bond energy DNB - benzene derivative MLD - molecular layer deposition Substrate temperature control Differential sublimation temperature Chosen due to considerably different sublimation temperatures Slow process, difficult to control - but proof of concept Deposit B on A Growth of each layer self terminates n ~ 15, d = 100 Å

22 Organic/inorganic hybrid multilayer
Strong, sharp Bragg peaks indicate low disorder

23 Charge transport Ohm’s law for small E Mobility Temperature dependence
Effective mass growth, band narrowing Polaron-hopping transport Thermally activated diffusion between trap states Highly anisotropic Electron mobilities change by 15 x along different directions for anthracene

24 Mobilities

25 Polaron-hopping Charges move by thermal hopping between localized sites Tunneling from metal band state to localized HOMO/LUMO of organic molecule Random walk, incoherent transport At high T, polaron hopping dominates mobility When bandwidth and kT are similar, mean free path ~ lattice constant Structural properties of solid affect electrical mobility Driven by electron-phonon interaction

26 Conclusion Organic semiconductors


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