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Numerical Modeling of Photovoltaic Applications

Numerical Modeling of Photovoltaic Applications. Assis. Prof. Antonis Papadakis. OUTLINE OF PRESENTATION. INTRODUCTION. MODEL DESCRIPTION. TRANSPORT PROPERTIES. CONCLUSIONS. FUTURE WORK. MODEL DESCRIPTION. Characterisation of thin film photovoltaics by solving :.

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Numerical Modeling of Photovoltaic Applications

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  1. Numerical Modeling of Photovoltaic Applications Assis. Prof. Antonis Papadakis

  2. OUTLINE OF PRESENTATION • INTRODUCTION • MODEL DESCRIPTION • TRANSPORT PROPERTIES • CONCLUSIONS • FUTURE WORK

  3. MODEL DESCRIPTION Characterisation of thin film photovoltaics by solving : • Poisson equation for the electric field • Continuity equations of charged particles: (electrons, holes) Coordinates : • 2D Cylindrical Axisymmetric • 2D Cartesian Initial Conditions: • Photovoltaic cell dimensions • Doping electron and hole densities • Material Temperature • Conformal Finite Element Mesh

  4. MODEL DESCRIPTION Poisson’s Equation : Continuity Equations : Poisson and Continuity model are coupled via Ne, Nh

  5. MODEL DESCRIPTION Constitutive Equations : Electric Field Electron Velocity Hole Velocity Simulation Limitations Debye Length Dielectric Relaxation

  6. MODEL DESCRIPTION n TR n n r E n+1/2 n+1 r r n+1/2 n+1/2 E TR Solution Procedure Start of Time Step PO TP CON CON TP PO End of Time Step

  7. TRANSPORT PROPERTIES Transport Properties of electrons and holes: • Mobilities • Velocities • Diffusion • Generation/Recombination Generation and Recombination Processes: • Auger generation and recombination or three particle transitions • Photon transition or optical generation and recombination • Impact ionization • Phonon transition or Shockley-Read-Hall generation and recombination

  8. AUGER RECOMBINATION E Before After Before After - - - - Ec Dependency on Carrier Density Ev + - + + + + - + Auger Recombination Electron Capture Auger Recombination Hole Capture

  9. AUGER GENERATION Before After Before After E - - - - Ec Dependency on Carrier Density Ev + + - + - + + + Auger Generation Electron Emission Auger Generation Hole Emission

  10. IMPACT IONIZATION Before After Before After E - - - - Ec Dependency on Current Density and Temperature Ev + + - + - + + + Impact Ionization Electron Emission Impact Ionization Hole Emission

  11. PHONON TRANSITION-RECOMBINATION Before After Before After E - Ec - - Ev + + - Phonon Transition Electron Capture Phonon Transition Hole Capture

  12. PHONON TRANSITION-GENERATION Before After Before After E - Ec - - Ev + + - Phonon Transition Electron Emission Phonon Transition Hole Emission

  13. PHOTON TRANSITION Before After Before After E - - Ec Ev + + - + + - Photon Recombination Photon Generation

  14. GENERATION/RECOMBINATION FORMULAS Impact Ionization: Auger Recombination: Band to Band Recombination: Bulk Recombination Model: Free Carrier Absorption:

  15. Electron Mobility Fig. 1. Electron mobility with respect to the donor density at a temperature of 300 K for silicon.

  16. Hole Mobility Fig. 2. Hole mobility versus the acceptor density at a temperature of 300 K for silicon.

  17. Electron Diffusion Fig. 3. Electron diffusion coefficient as a function of the electric field at a temperature of 300 K in silicon.

  18. Hole Diffusion Fig. 4. Hole diffusion coefficient against the electric field at a temperature of 300 K in silicon.

  19. Intrinsic Absorption Coefficient Fig. 5. Intrinsic absorption coefficient as a function of temperature in silicon.

  20. CONCLUSIONS/FUTURE WORK • CONCLUSIONS: • Differential equations identified • Mathematical model formulation identified • Transport parameters are readily available for silicon • FUTURE WORK: • Perform thin film silicon simulations • Compare with commercial software PC1D • To simulate heating effects by solving conservation of mass, • momentum and energy for solids • Exploit adaptive mesh techniques • Expand the model in 3-Dimensions Streamer Propagation Across Gap

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