Quantitative Pattern Recognition using Nonlinear Model-based Analysis
Summary:
A nonlinear model-based approach is taken to quantitatively analyze time series
data generated by analytical instruments. An automated system is presented
which takes as input an Analytical Instrument Association (AIA) network common
data format (NetCDF) data file and generates an estimate of the concentrations
of specific analytes of interest. The system consists of three primary
modules which, when combined, provide accurate and precise knowledge about
unknown sample matrices, especially difficult-to-analyze mixture samples.
A preprocessing module extracts peak parameter estimates for the
exponentially-modified Gaussian (EMG) model from the raw signal and utilizes
nonlinear optimization techniques to fit the model to the observed data. A
novel sliding window approach ensures that the influence of neighboring peaks is
included in the model fitting without the requirement for arbitrary established
peak endpoints. Modeled peak parameters are available for both instrument
performance assessment and use in the analysis module. Several traditional
analysis algorithms are implemented in parallel on the raw and extracted
data. A complete analyte-based model-analysis algorithm is also developed
for the analysis of complex mixture samples. This algorithm utilizes
concentration dependent, complete analyte models derived from calibration
standards to model the observed signal in a unified manner. Each analysis
algorithm generates analyte concentration and confidence estimates and an
additional performance measure. The third module utilizes a fuzzy logic
inference system to fuse the results of the multiple analysis algorithms into a
single comprehensive sample characterization. Software modules implement
the described algorithms and interface to the supervisory controller of an
automated chemical analysis system. Experimental results from gas
chromatography data generated from simulated, standard, and actual environmental
samples are presented along with conclusions drawn regarding the increase in accuracy
and performance of the system over traditional methods.
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This work was conducted at IRIS lab by Martin Hunt under the supervision of M. A. Abidi (Thesis Chair).