Document Type
Thesis
Date of Award
Fall 1-31-2014
Degree Name
Master of Science in Materials Science and Engineering - (M.S.)
Department
Committee for the Interdisciplinary Program in Materials Science and Engineering
First Advisor
N. M. Ravindra
Second Advisor
Halina Opyrchal
Third Advisor
Tao Zhou
Fourth Advisor
Ken Keunhyuk Ahn
Abstract
Utilizing the two-band approximation and Wentzel-Kramers-B ri l l oui n (WKB) approximation, by including the temperature-dependent effective masses and nonparabolicity effects, an investigation of the temperature dependent band-to-band tunneling process is discussed. In comparison with the parabolic approximation and non- parabolic approximation, the tunneling probability is strongly dependent on the non-parabolicity factor. The temperature dependence of the energy band gap, electron effective mass and light hole effective mass is investigated. The tunneling current density function is derived by a series representation of the incomplete gamma function with non-parabolic effect and its variation at low temperature is also investigated. When the Fermi level of holes is in excess of that of electrons, i.e., EFp>>EFn, the current density function can be successfully simplified as the Fowler-Nordheim formulation. The quantum efficiency model, for CIGS solar cells, is discussed. Device modeling and simulation studies of a Cu(In1-x,Gax)Se2 (CIGS) thin film solar cell are carried out. A variety of graded band-gap structures, including space charge region (SCR) grading, back surface region grading, and double grading of the CIGS absorber layer are considered. A position-dependent absorption coefficient α(x, hv) is obtained by a differential equation for the photon flux φ(x, hv). The quantum efficiency can be calculated by IQE=(φ1-φ2)/φ3. The temperature dependence of the quantum efficiency is also investigated in this thesis.
Recommended Citation
Liu, Sizhan, "Effect of temperature on tunneling and quantum efficiency in cigs solar cells" (2014). Theses. 187.
https://digitalcommons.njit.edu/theses/187