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Photovoltaic effect and cell principles. 1. Light absorption in materials and excess carrier generation Photon energy h = hc/ (h is the Planck constant)

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Presentation on theme: "Photovoltaic effect and cell principles. 1. Light absorption in materials and excess carrier generation Photon energy h = hc/ (h is the Planck constant)"— Presentation transcript:

1 Photovoltaic effect and cell principles

2 1. Light absorption in materials and excess carrier generation Photon energy h = hc/ (h is the Planck constant) photon momentum  0 Absorption is due to interactions with material particles (electrons and nucleus). If particle energy before interaction was W 1, after photon absorption is W 1 + h interactions with the lattice – low energy photons, results in an increase of temperature interactions with free electrons - important when the carrier concentration is high, results also in temperature increase interactions with bonded electrons- the incident light may generate some excess carriers (electron/hole pairs)  (x) is the light intensity  =  ( ) is the absorption coefficient Light is absorbed in the material.

3 Φ 0 = Φ in (1 – R ) is the so-called absorption length x=x L Φ(x L ) = 0.38 Φ 0 R is the surface reflexivity Light intensity decreases with the distance x form the surface

4 Photovoltaic Quantum generator This process can be realised in different materials

5 Before interaction with photon (in thermodynamic equilibrium) After interaction with photons h > W g n = n 0 + Δn, p = p 0 + Δp ( Δn = Δp, because electron-hole pairs are generated ) np > n i 2 Δn, Δp excess carrier concentration (no thermodynamic equilibrium) Semiconductors

6 conduction band valence band bandgap thermalisation WgWg WcWc WvWv Excess carrier generation

7 Silicon crystalline amorphous

8 Carrier generation with respect to solar spectrum Total generation h (eV) (nm)

9 Efficiency of excess carrier generation by solar energy depens on the semiconductor band gap Suitable materials Silicon GaAs CuInSe 2 amorphous SiGe CdTe/CdS

10 Carrier recombination irradiative recombination τ is carrier lifetime Auger recombination recombination via loca1 centres Resulting carrier lifetime

11 Excess carrier concentration Diffusion current is connected with carrier concentration gradient D n = kTμ n /q D p = kTμ p /q Continuity equations In the dynamic equilibrium electron diffusion lengthhole diffusion length Excess carrier concentration can be found solving continuity equations under proper boundary conditions usually τ n = τ p = τ

12 Electrical neutrality is in homogeneous semiconductor no potencial difference To separate excess carrier generated, an inhomogeneity with a strong internal electric field must be created W Fn W Fp W

13 Photovoltaic effect and basic solar cell parameters To obtain a potential difference that may be used as a source of electrical energy, an inhomogeneous structure with internal electric field is necessary. Suitable structures may be: PN junction heterojunction (contact of different materials).

14 Principles of solar cell function In the illuminated area generated excess carriers diffuse towards the PN junction. The density J FV is created by carriers collected by the junction space charge region in the N-type region in the P-type region in the PN junction space charge region

15 I PV illuminated in dark V I I SC V OC irradiation I V Illuminated PN junction: A supperposition of photo-generated current andPN junction (dark) I-V characteristic Solar cell I-V chacteristic and its importan points V OC V mp

16 Modelling I-V characteristics of a solar cell Series resistance R S Parallel resistance R p PN junction I-V characteristics A ill – illuminated cell area A - total cell area Output cell voltage V = V j - R s I

17 VV If R p is high If Influence of parasitic resistances (R s and R p )

18 Influence of temperature I (A) V(mV) P m (W) temperature (°C) I 01 ~ Consequently For silicon cells the decrease of V OC is about 0.4%/K R s increases with increasing temperature R p decreases with increasing temperature Both fill factor and efficiency decrease with temperature K -1 At silicon cells

19 Organic semiconductors Hoping mechanism : A1- + A2 -> A1 + e- + A2 -> A1 + A2-

20 P & N materials and cells Perylen pigment (n) Cu Phtalocyanin (p) Reflecting Electrode (Al) P type organic semiconductor Transparent Conducting Oxyde Transparent Substrate + + + + - - - - V N type organic semiconductor +- h Technological advantages of OSCs : Wet processing (Ink pad printing) Soft cells Large surfaces Low cost Molecular materials

21 electrolyte Pt TCO coating glass light dye on TiO 2 nanocrystals Photochemical cells Iodine/iodide redox system 3I - I 3 - + 2e -

22 To maximise current density J PV it is necessary maximise generation rate G minimise losses losses opticalrecombination electrical reflection shadowing not absorbed radiation emitter region base region surface series resistance parallel resistance


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