Dear all,

I am trying to compute the theoretical efficiency of a photovoltaic cell using the method described in the attached paper, which is based on the classical Shockley and Queisser arguments (available here: Article High Temperature Epsilon-Near-Zero and Epsilon-Near-Pole Met...

)

Part of the calculation involves the efficiency factor n_rec = V_oc / Vg where V_oc is the open circuit voltage and Vg the bandgap voltage (Equation 13).

As a far as I understand, from a physical standpoint n_rec should be smaller than 1, since V_oc cannot be superior to Vg. Nevertheless, I do obtain n_rec values higher than 1 (i.e. V_oc > Vg), when I consider for instance a blackbody emitter at 6000K, a PV cell temperature = 300K, 100% radiative recombinations (f_rec = 1) and a bandgap of 1 eV.

Therefore, I am wondering: is there something wrong with my calculation ? or does the model have some limitation that I am not aware of ?

From a mathematical standpoint, I don't see what enforces V_OC < Vg, would someone be able to explain this?

Thanks a lot for your help!

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