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despite the improvements made by improvements to Isat2 by @chetan201 in #64, there is still a systematic bias with temperature.
proposal
Other models have an additional temperature dependence on either band gap (DeSoto 5-parameter model) or ideality factor (PVSyst). IMHO I think that temperature dependence of band gap is makes sense because some materials have indirect band gaps which means that elevating carriers from the valence band to the conduction band is sensitive to temperature.
band gap temperature dependence
DeSoto 5-parameter model has coefficients for each device physics that can be used to estimate the effective temperature dependence of the band gap using this relation:
E_g = EgRef * (1 + dEgdT*(Tcell_K - Tref_K))
where coefficients EgRef and dEgdt are must be the same for fitting and predicting:
device
EgRef
dEgdT
Si
1.121
-0.0002677
CdTe
1.475
-0.0003
CIS
1.010
-0.00011
CIGS
1.15
????
GaAs
1.424
-0.000433
The text was updated successfully, but these errors were encountered:
problem
despite the improvements made by improvements to
Isat2
by @chetan201 in #64, there is still a systematic bias with temperature.proposal
Other models have an additional temperature dependence on either band gap (DeSoto 5-parameter model) or ideality factor (PVSyst). IMHO I think that temperature dependence of band gap is makes sense because some materials have indirect band gaps which means that elevating carriers from the valence band to the conduction band is sensitive to temperature.
band gap temperature dependence
DeSoto 5-parameter model has coefficients for each device physics that can be used to estimate the effective temperature dependence of the band gap using this relation:
where coefficients
EgRef
anddEgdt
are must be the same for fitting and predicting:The text was updated successfully, but these errors were encountered: