Frequency Domain Overbounding with Multiple Time Series and PSD Estimators

In this paper, we address practical aspects of Frequency Domain Overbounding (FDO). A first challenge in Power Spectral Density (PSD) modeling is that the sample PSD estimate itself may vary because it is derived from a limited dataset. The estimated PSD curves may differ significantly depending on the choice of an estimator, window and on the number of data samples. We develop a solution to find a PSD model that accounts for variability in sample PSD estimate. Second, we identify open challenges that arise when finding a PSD bounding model combining multiple time series and address them using two alternative approaches.

Authors

Publication Details

Journal
Proceedings of the Satellite Division's International Technical Meeting (Online)/Proceedings of the Satellite Division's International Technical Meeting (CD-ROM)
Published
2024-10-09
DOI
https://doi.org/10.33012/2024.19704
Citations
2
Primary Topic
Advanced Adaptive Filtering Techniques
Type
article
Field-Weighted Citation Impact
0.75
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article

Frequency Domain Overbounding with Multiple Time Series and PSD Estimators

Steven Langel, Mathieu Joerger, Omar García Crespillo
2 citations
Proceedings of the Satellite Division's International Technical Meeting (Online)/Proceedings of the Satellite Division's International Technical Meeting (CD-ROM)
Advanced Adaptive Filtering Techniques
0.75
article

Frequency Domain Overbounding with Multiple Time Series and PSD Estimators

Steven Langel, Mathieu Joerger, Omar García Crespillo
article en
2 citations

Abstract

In this paper, we address practical aspects of Frequency Domain Overbounding (FDO). A first challenge in Power Spectral Density (PSD) modeling is that the sample PSD estimate itself may vary because it is derived from a limited dataset. The estimated PSD curves may differ significantly depending on the choice of an estimator, window and on the number of data samples. We develop a solution to find a PSD model that accounts for variability in sample PSD estimate. Second, we identify open challenges that arise when finding a PSD bounding model combining multiple time series and address them using two alternative approaches.

Proceedings of the Satellite Division's International Technical Meeting (Online)/Proceedings of the Satellite Division's International Technical Meeting (CD-ROM)
Openalex Percentile: Top 32%
Advanced Adaptive Filtering Techniques
0.75
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