Volterra series analysis of the photocurrent in an Al/6T/ITO photovoltaic device

Boutabba, N.; Hassine, L.; Loussaı̈ef, N; Kouki, Fayçal; Bouchriha, H.

doi:10.1016/s1566-1199(02)00065-4

Cited by 9 publications

(2 citation statements)

References 13 publications

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“…Consider the input function for system (1) to be u(t) = F d sin(Ωt). The parametric characteristics of the system OFRF at the driving frequency Ω are (8) where · is to take the integer part.…”

Section: Problem Formulationmentioning

confidence: 99%

Determination of the analytical parametric relationship for output spectrum of Volterra systems based on its parametric characteristics

Jing

Lang

Billings

2009

Journal of Mathematical Analysis and Applications

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The output frequency response function (OFRF) of Volterra systems can be described as a polynomial function of model parameters. However, the analytical determination of the OFRF is very computationally intensive, especially for higher order OFRF. To circumvent this problem, a numerical method can be adopted, provided that a series of simulation or experimental data for this polynomial function are given. In this study, it is theoretically shown that the analytical parametric relationship of OFRF up to any order can be determined accurately by using a simple Least Square method and every specific component of the output spectrum can also be determined explicitly, based on the OFRF's parametric characteristics. Practical techniques to obtain a unique and accurate solution for the Least Square method are discussed. This study provides a fundamental result for the determination of the analytical parametric relationship for this kind of system polynomial functions by using numerical methods.

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Section: Problem Formulationmentioning

confidence: 99%

Determination of the analytical parametric relationship for output spectrum of Volterra systems based on its parametric characteristics

Jing

Lang

Billings

2009

Journal of Mathematical Analysis and Applications

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“…Over the past five decades nonlinear equations have been used extensively for a detailed investigation of the optical properties of semiconductors [1][2][3][4][5][6] because of their potential application in opto-electronic devices [7][8][9]. In semiconductor nanostructures like quantum wells and quantum dots [10,11] the coupling between light and matter is enhanced.…”

Section: Introductionmentioning

confidence: 99%

Enhancement of photon intensity in forced coupled quantum wells inside a semiconductor microcavity

Eleuch¹,

Prasad²,

Rotter³

2013

Phys. Rev. E

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We study numerically the photon emission from a semiconductor microcavity containing N ≥ 2 quantum wells under the influence of a periodic external forcing. The emission is determined by the interplay between external forcing and internal interaction between the wells. While the external forcing synchronizes the periodic motion, the internal interaction destroys it. The nonlinear term of the Hamiltonian supports the synchronization. The numerical results show a jump of the photon intensity to very large values at a certain critical value of the external forcing when the number of quantum wells is not too large. We discuss the dynamics of the system across this transition.

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Photovoltaics literature survey (no. 25)

Richards

2003

Progress in Photovoltaics

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Volterra series analysis of the photocurrent in an Al/6T/ITO photovoltaic device

Cited by 9 publications

References 13 publications

Determination of the analytical parametric relationship for output spectrum of Volterra systems based on its parametric characteristics

Determination of the analytical parametric relationship for output spectrum of Volterra systems based on its parametric characteristics

Enhancement of photon intensity in forced coupled quantum wells inside a semiconductor microcavity

Photovoltaics literature survey (no. 25)

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