The use of linear predictive modeling for the analysis of transients from experiments on semiconductor defects
- 15 May 1984
- journal article
- research article
- Published by AIP Publishing in Journal of Applied Physics
- Vol. 55 (10) , 3453-3459
- https://doi.org/10.1063/1.332953
Abstract
Many methods have been employed to analyze data from experiments which measure transient responses to excitations. One such experiment, deep level transient spectroscopy, is widely used in the study of semiconductor defects. The covariance method of linear predictive modeling, which is used in digital signal processing, can be applied to the problem of transient analysis. We describe the covariance method and its limitations, and present the results of its use to analyze the data from capacitance transient experiments.This publication has 14 references indexed in Scilit:
- The analysis of exponential and nonexponential transients in deep-level transient spectroscopyJournal of Applied Physics, 1981
- A new method to analyse composite exponential decay curvesNuclear Instruments and Methods, 1978
- Studies on the Analysis of Fluorescence Decay Data by the Method of MomentsBiophysical Journal, 1973
- Analysis of exponential curves by a method of moments, with special attention to sedimentation equilibrium and fluorescence decayBiochemistry, 1971
- Thermal and optical emission and capture rates and cross sections of electrons and holes at imperfection centers in semiconductors from photo and dark junction current and capacitance experimentsSolid-State Electronics, 1970
- The Analysis of Fluorescence Decay by a Method of MomentsBiophysical Journal, 1969
- LOW-TEMPERATURE HIGH-FREQUENCY CAPACITANCE MEASUREMENTS OF DEEP-AND SHALLOW-LEVEL IMPURITY CENTER CONCENTRATIONSApplied Physics Letters, 1969
- THERMAL EMISSION RATES OF CARRIERS AT GOLD CENTERS IN SILICONApplied Physics Letters, 1969
- Determination of Deep Centers in Conducting Gallium ArsenideJournal of Applied Physics, 1966
- Method for the Analysis of Multicomponent Exponential Decay CurvesThe Journal of Chemical Physics, 1959