Complete Report - University of New South Wales
Complete Report - University of New South Wales
Complete Report - University of New South Wales
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The parallel project with Toyota on high effi ciency thermoelectrics has made good progress,<br />
with important developments in modelling and characterisation, which also link to the work on<br />
Hot Carrier cells. In addition, a very signifi cant development is the successful proposal to the<br />
Global Climate and Energy Program (GCEP) at Stanford <strong>University</strong>, for a project to develop the<br />
Si nanostructure work to a prototype Si based tandem cell over the next three years.<br />
4.5.1 Third Generation Photovoltaics<br />
“Third generation” approaches aim to achieve high effi ciency for photovoltaic devices but<br />
still use “thin fi lm” second generation deposition methods. The concept is to do this with only<br />
a small increase in areal costs and hence reduce the cost per Watt peak [4.5.1]. Also, in<br />
common with the silicon based second generation thin fi lm technologies, abundant and nontoxic<br />
materials will be used. Thus these “third generation” technologies will be compatible with<br />
large scale implementation <strong>of</strong> photovoltaics. The approach differs from “fi rst generation”<br />
fabrication <strong>of</strong> high quality and hence low defect single crystal photovoltaic devices, which have<br />
high effi ciencies, approaching the limiting effi ciencies for single band gap devices, but which<br />
use energy and time intensive techniques. Third Generation aims to decrease costs to below<br />
US$0.50/W, potentially to US$0.20/W or better, by dramatically increasing effi ciencies<br />
but maintaining the economic and environmental cost advantages <strong>of</strong> thin fi lm deposition<br />
techniques (see Figure 4.1.3). To achieve such effi ciency improvements, the targetted devices<br />
aim to circumvent the Shockley-Queisser limit for single band gap cells that limits effi ciencies<br />
to the “Present limit” indicated in Fig. 4.1.3 <strong>of</strong> between 31% to 41% (for one sun and maximum<br />
concentration respectively). One approach multiple energy threshold devices such as the<br />
tandem or multi-colour solar cell. We are investigating a number <strong>of</strong> approaches to achieve<br />
such multiple energy threshold devices. [4.5.1, 4.5.2]<br />
The two most important power loss mechanisms in single-bandgap cells arise from the inability<br />
to absorb photons with energy less than the bandgap (1 in Figure 4.5.1) and thermalisation<br />
<strong>of</strong> photon energy exceeding the bandgap, (2 in Figure 4.5.1). These two mechanisms alone<br />
amount to the loss <strong>of</strong> about half <strong>of</strong> the incident solar energy in solar cell conversion to electricity.<br />
Multiple threshold approaches can utilise some <strong>of</strong> this lost energy. Such approaches avoid<br />
the Schockley-Queisser limit, by the exploitation <strong>of</strong> more than one energy level - in some form<br />
– for which the limit does not apply. The limit which does apply is the thermodynamic limit<br />
shown in Figure 4.1.3, <strong>of</strong> 67% to 86.8% (again depending on concentration).<br />
There have been proposed three families <strong>of</strong> approaches for avoiding the Schockley-<br />
Queisser limit [4.5.2]: (a) increasing the number <strong>of</strong> bandgaps; (b) capturing carriers before<br />
thermalisation; and (c) multiple carrier pair generation per high energy photon or single carrier<br />
pair generation with multiple low energy photons. Of these, tandem cells, an implementation<br />
<strong>of</strong> strategy (a), are the only ones which have as yet been realised with effi ciencies exceeding<br />
the Shockley-Queisser limit.<br />
Figure 4.5.1: Loss processes in<br />
a standard solar cell: (1) nonabsorption<br />
<strong>of</strong> below band gap<br />
photons; (2) lattice thermalisation<br />
loss; (3) and (4) junction and contact<br />
voltage losses; (5) recombination<br />
loss.<br />
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