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ADDITIONAL TOPICS 105<br />

10 0<br />

Series resistance<br />

important<br />

Short-circuit current density<br />

[A/cm 2 ]<br />

10 −2<br />

10 −4<br />

10 −6<br />

Shunt resistance<br />

important<br />

Slope = A o kT/q<br />

10 −8 0.0 0.1 0.2 0.3 0.4 0.5 0.6 0.7 0.8<br />

10 −10<br />

I o<br />

10 −12<br />

Open-circuit voltage<br />

[V]<br />

Figure 3.24<br />

Short-circuit current versus open-circuit voltage plot illustrating parameter extraction<br />

An increase in the intrinsic carrier concentration increases the dark saturation (recombination)<br />

current and results in a decrease in the open-circuit voltage, as can be seen<br />

from equation (3.140). The dark saturation current contains other temperature-dependent<br />

terms (D, τ, andS), but the temperature dependence of the intrinsic carrier concentration<br />

dominates. The intrinsic carrier concentration is given by equation (3.18), which when<br />

combined with equations (3.13) and (3.14) yields<br />

n i = 2(m ∗ n m∗ p )3/4 ( 2πkT<br />

h 2 ) 3/2<br />

e −E G/2kT . (3.157)<br />

The effective masses are generally taken to be weak functions of temperature. The band<br />

gap decreases with temperature and its temperature dependence is well modeled by<br />

E G (T ) = E G (0) − aT 2<br />

T + β . (3.158)<br />

where α and β are constants specific to each semiconductor. It is clear that as the temperature<br />

increases, n i increases, and thus recombination increases, and cell performance<br />

is impaired. Band gap narrowing, referred to earlier, is a reduction in band gap due to<br />

high doping and also serves to increase n i and impair solar cell performance.

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