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A Direct Method for Charge Collection Probability Computation Using the Reciprocity Theorem
Journal article   Peer reviewed

A Direct Method for Charge Collection Probability Computation Using the Reciprocity Theorem

Oka Kurniawan, Chee Chin Tan, Vincent K S Ong, Erping Li and Colin J Humphreys
IEEE transactions on electron devices, Vol.57(10), pp.2455-2461
01/10/2010

Abstract

Boundary conditions Charge carrier processes Charge carriers electron beam applications Equations finite difference methods Junctions Mathematical model photovoltaic cells Probability distribution Radiative recombination semiconductor materials measurements simulation
This paper presents a simple and direct method for computing the charge collection probability distribution by utilizing the reciprocity theorem. The proposed method simplifies the charge collection probability computation with the use of the finite difference method. We demonstrate the method by computing the charge collection probability distribution of two finite junction configurations, the L-shaped and the U-shaped junction wells, and comparing the computational results with that obtained from the analytical expression as well as with the experiment. Good agreements were found. This method has the potential of advancing our understanding of photovoltaic devices as well as semiconductor characterization techniques, which make use of the charge collection process.

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