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Simplified Lambert W-Function Math Equations When Applied to Photovoltaic Systems Modeling

In this article, simplified and easy-to-work-with equations for the Lambert W-function are derived. This function is widely used to solve equations related to photovoltaic systems. More specifically, this mathematical function represents a useful tool when modeling solar cells/panels performance (th...

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Bibliographic Details
Published in:IEEE transactions on industry applications 2021-03, Vol.57 (2), p.1779-1788
Main Authors: Pindado, Santiago, Roibas-Millan, Elena, Cubas, Javier, Alvarez, Jose Miguel, Alfonso-Corcuera, Daniel, Cubero-Estalrrich, Juan L., Gonzalez-Estrada, Alejandro, Sanabria-Pinzon, Marlon, Jado-Puente, Rocio
Format: Article
Language:English
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Summary:In this article, simplified and easy-to-work-with equations for the Lambert W-function are derived. This function is widely used to solve equations related to photovoltaic systems. More specifically, this mathematical function represents a useful tool when modeling solar cells/panels performance (that is, the current-voltage curve) by analytical approaches. However, the Lambert W-function has a complex solving process which might represent an unaffordable mathematical challenge for a great number of professionals/technicians in the photovoltaic industrial sector. Simple approximations for the Lambert W-function on both of its branches (positive and negative) are proposed in this article. The results of the present article show a simple but accurate way for photovoltaic systems modeling, even when these systems comprise a maximum power point tracking subsystem.
ISSN:0093-9994
1939-9367
DOI:10.1109/TIA.2021.3052858