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Photovoltaics F.-J. Haug Ecole Polytechnique Fédérale de Lausanne (EPFL), Institute of Microengineering (IMT), Photovoltaics and Thin Film Electronics Laboratory (PV-Lab), 2000 Neuchâtel, Switzerland. Outline • Why Solar Cells? • How do they work? • Why thin film silicon solar cells? • What do we do at PV-Lab? – – – – – thin film solar cells on glass and plastic substrates thin films for wafer-based cells (hetero-junction cells) transparent conducting oxides (sensor applications) (module design and reliability) F.-J. Haug – Photovoltaics 2 The power source: Our Sun • A low to medium size star • Heated by fusion (essentially 4H → He + 2e− , processes for Li, Be, B, etc.) • Power output: 4x1026 W (convert 4 Mio t/s to energy) • Delivers 5x1024 J/y to the earth • 10’000 the global energy consumption F.-J. Haug – Photovoltaics 3 Solar irradiation atlas Central Europe: ca 1 kW/m2 under clear sky at noon Yearly average: 1000 kWh/m2, ca 3 hours every day SolarGIS F.-J. Haug – Photovoltaics 4 The solar spectrum The solar spectrum resembles white-hot body glowing at T=5700 K • Usually measured with respect to wavelength (use a grating or a prism) • In PV: often necessary to convert to photon energy: ℎ𝜈 𝑒𝑉 = 1241/𝜆(𝑛𝑚) See www.pvlighthouse.com.au F.-J. Haug – Photovoltaics 5 Filtering by atmosphere: air mass (AM) AM0 (data) AM1 AM1.5 (data) AM2 AM3 2 Spectral irradiaton density (W/m nm) 2.0 1.5 AM0: space integrated: 1366 W/m2 AM1: equator AM1.5: central Europe 1000 W/m2 1.0 AM2: 30° above horizon 0.5 AM3: 20° above horizon 0.0 400 600 800 1000 Wavelength (nm) Ozone Water Air mass number: 𝐴𝑀 = 1/ cos 𝜃, 𝜃 latitude PV standard: AM = 1.5 => 𝜃 = 48°, central Europe, Canada/US border F.-J. Haug – Photovoltaics 6 Is 1 kW/m2 a low energy density? Example Germany: 30% of electricity supply by lignite (brown coal) exploitation in open strip mines some data for Hambach (Germany): - lower ground water table by 400 m - dislocate 3 villages (2 more planned) - 85 km2 open mine and waste-deposit - 40 Mio tons of coal per year ~7GW electricity Formation of lignite: 25 Mio y exploitation: 1984-2050 Perspective: solar illumination on 80 km2: 80 GW cover with solar cells of 10% efficiency => 8 GWp (alas, not continuously) F.-J. Haug – Photovoltaics 7 Other “conventional” energy sources MTR (mountain top removal) for Appalachian coal (USA) Strip mining of tar sands in Alberta (Canada) Less obvious, but still impact on large area: dropping ground over coal shafts, shale-gas fracking, deep-sea oil drilling, etc. F.-J. Haug – Photovoltaics 8 Solar electricity (photovoltaics) Teplin Airstrip, Germany: 130 MW on 2 km2 installed in 4 months c.f. Centrale de Gd Dixence: 2 GW, 8 km2 lakes + catchment area F.-J. Haug – Photovoltaics Roof top installation (Kaneka a-Si modules) Suitable roof top area in Switzerland: 138 km2 (residential, commercial, etc.) (IEA) 9 What is inside a solar cell? silicon wafer solar cell p-n junction thin film silicon solar cell p-i-n junction glass glass encapsulation transparent front contact p-layer n-contact p-type wafer e h semiconductor absorber layer h e metallic back contact n-layer reflecting back electrode encapsulation encapsulation glass glass F.-J. Haug – Photovoltaics 10 What is inside a solar cell? active part: semiconducting silicon (crystalline) active part: semiconducting silicon (thin film) (also used: CdTe, CIGS etc.) glass glass encapsulation n-contact 200-300 μm 2-3 μm encapsulation encapsulation glass glass F.-J. Haug – Photovoltaics 11 What is a semiconductor? • It’s conducting, but not as good as metals • Electric conductivity is normally associated with the flow of electrons in metals • Conductivity in semiconductors is different • The flow of water can serve as analogue F.-J. Haug – Photovoltaics 12 Conductivity in metals Analogue: a pond of water Flow of electrons similar to flow of water Horizontal surface, no (very small) potential difference F.-J. Haug – Photovoltaics 13 Electronic conductivity in a semiconductor Winter: the pond is covered with ice F.-J. Haug – Photovoltaics 14 Electronic conductivity in a semiconductor Winter: the pond is covered with ice Flow of electrons similar to flow of water (like metals) Difference: Slower movement, needs potential difference F.-J. Haug – Photovoltaics 15 Hole conductivity in a semiconductor Imagine: blow air bubbles under the ice sheet A new phenomenon, exclusive to semiconductors ! Bubbles under the barrier move upwards In semiconductors: positive charge carriers called holes F.-J. Haug – Photovoltaics 16 Why semiconductors for solar cells? • Metals normally reflect light; semiconductors can absorb it • Absorbed light creates pairs of electrons and holes (water droplets above and bubbles below the ice sheet) • An electric field between doped regions separates electron-hole pairs (imagine you inclined the ice sheet) e- h+ F.-J. Haug – Photovoltaics 17 Absorption in semiconductors: bandgap - - + + Photons with energy less than the band gap are not absorbed Photon energy in excess of band gap is lost to thermalization High bandgap: high el. potential low current 𝜂 = 𝑉𝑜𝑐 ⋅ 𝑗𝑠𝑐 ⋅ F.-J. Haug – Photovoltaics 𝐹𝐹 =0.7...0.8 Low bandgap: low el. potential high current 18 Limiting efficiency 40 Si Efficiency (%) 30 GaAs Theoretical limit of ~33%, optimum bandgap 1.44 eV Ge CdTe 20 CuInSe2 CuGaSe2 a-Si 10 0 0.5 1.0 1.5 2.0 2.5 Band gap energy (eV) certified records: 28.8%: crystalline GaAs (Alta Devices) 25.6%: crystalline silicon (Panasonic) 20.5%: thin film Cu(In.Ga)Se2, (Solibro) F.-J. Haug – Photovoltaics 19 Better use of incident light: tandem cells Bottom cell bandgap (eV) 2.4 4 Terminal 2.2 (no constraint on 2.0 current matching) 1.8 1.6 1.4 1.2 1.0 high gap 0 5 10 15 20 25 30 35 40 glue low gap 0.8 0.6 0.6 0.8 1.0 1.2 1.4 1.6 1.8 2.0 2.2 2.4 Top cell bandgap (eV) Theoretical limit of ~43%, optimum bandgaps 1.1 and 1.7 eV certified records (triples): 37.9: crystalline (In,Ga)P/GaAs/(In,Ga)As (Sharp) 13.4%: thin film a-Si/nc-Si/nc-Si (LG) F.-J. Haug – Photovoltaics 20 Wafers or thin films? Crystalline cells: size determined by wafer Thin film modules: size determined by glass and machinery e.g. c-Si: single-crystalline: max 30cm diameter multi-crystalline: typically cut to 15x15 cm2 e.g. thin film silicon tandem modules 5.3 m2 (Applied Materials machinery) 1.4 m2 (TEL Solar (ex Oerlikon) machinery) high efficiency – high cost F.-J. Haug – Photovoltaics moderate efficiency – low cost 21 Wafers or thin films? Crystalline material: perfect properties excellent lifetime and collection e- e- h+ h+ 1𝑉 Electric field: 𝐸 ≈ 200 𝜇𝑚 F.-J. Haug – Photovoltaics Polycrystalline or amorphous materials: defects and grain boundaries recombination and short lifetime e- eh+ h+ 1𝑉 Electric field: 𝐸 ≈ 200 𝑛𝑚 22 Module interconnection SaFlex/TEL Solar SunPower Wafer based: solder cells into strings (e.g. SunPower: 22.4%) Thin film: 3 x laser scribing during process (e.g. TEL Solar: 12.2%) Rowell, En. Env. Sci F.-J. Haug – Photovoltaics 23 Thin film advantage Colorful TF-Si modules (PV-Lab prototypes) Semi-transparent a-Si modules (Schott) F.-J. Haug – Photovoltaics 24 Thin film advantage Roof tile laminate (Bressler) Flexible a-Si modules (Flexcell) (UniSolar) F.-J. Haug – Photovoltaics 25 Thin film dilemma PV modules are sold by power, currently: ~0.8 $/W crystalline ~0.6 $/W thin film 3.5$/W in 3.5 y 3.5$/W in 3.5 y PV system cost (currently ~5 $/W) includes items that scale with area (mount, wiring, labour, etc.) For given power kWp, a larger area is needed, higher cost takes longer for amortisation F.-J. Haug – Photovoltaics Balance of System (BOS) “cost baseline” 26 PV landscape in Switzerland PV-Lab systens inverters 3S Laminators MB wafer sawing Pasan sun simulators Roth and Rau (CH) flexible CIGS Neuchâtel Equipment (end 2014) PV-Lab c-Si, TF-Si PV-Centre dye cells F.-J. Haug – Photovoltaics dye sensitized solar cells module testing 27 What we do at PV-Lab TF-Si challenge: weak absorberption especially for long wavelengths (red light) Solution: add back reflector => 2x absorption add texture for scattering => up to 50x Superstrate (glass) TCO p growth i n TCO back reflector p-i-n (usually on rigid glass) F.-J. Haug – Photovoltaics 28 Textured ZnO:B electrodes Requirements: - conductivity: add B-dopant (diborane) - surface texture for light scattering Examples: SnO2:F (commercial, Asahi) ZnO:B (PV-Lab std.) W. Wenas, Jap. J. Appl. Phys (1991) S. Faÿ, EU PV Conf. (2000) F.-J. Haug – Photovoltaics 29 Take care with texturing! Collision of growth fronts on facets yields defective material ! Here: μc-Si, but also observed in a-Si F.-J. Haug – Photovoltaics H. Sakai, Jap. J. Appl. Phys. (1990) Y. Nasuno, Jap. J. Appl. Phys. (2001) M. Python, J. Non-Cryst. Sol., (2008) 30 Cells on flexible plastic substrate Nano-imprinting used for texturing of plastic (here: periodic grating structure) T. Söderström, Appl. Phys. Lett, (2009) K. Söderström, Prog. in PV, (2010) J. Escarré, J. Optics, (2012) R. Biron, Sol. En. Mat. (2013) F.-J. Haug – Photovoltaics 31 Heterojunction solar cells Surface passivation c-Si is a perfect crystal; cell-performance is not bulk- but surface-limited Intrinsic (undoped) a-Si:H provides excellent passivation of c-Si surface Charge is extracted through passivating a-Si:H bi-layers High efficiency cells >22% (certified) F.-J. Haug – Photovoltaics A. Descoedre, EU-PV Conf., (2012) 32 Research on hetero-junction cells • Thin a-Si layers: max 5 nm • Pure a-Si layers: avoid epitaxy on underlying c-Si • Chemical annealing: alternate SiH4 and H2 plasma • Other: – Texture etch (avoid sharp valleys) – Highly transparent TCOs (very high transmission at 1100 nm) – Replace screen printing of Ag contacts by galvanic Cu F.-J. Haug – Photovoltaics 33 Thanks for your attention • Acknowledgement for funding – Swiss Federal Office for Energy EU FP6 and FP7, CTI, FNS, CCEM-CH, Swiss Electric Research, Axpo Naturstromfonds, Velux-Stiftung, IBM… – Bosch, Oerlikon Solar, Pasan, Flexcell, Solvay, Dupont, Metalor, Meyer-Burger (3S Moduletec, Roth and Rau), Indeotec SA, … • Thanks also to the PV-Lab members F.-J. Haug – Photovoltaics 34 F.-J. Haug – Photovoltaics 35