Recursive Filtering for Zero Offset Correction of Diving Depth Time Series with GNU R Package diveMove

Roland Fried

PLoS ONE · 2011 · 63 citations · 12 references

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Concepts

TL;DR

Zero‑offset correction of diving depth data is necessary to eliminate artifacts from pressure transducer drift, yet existing methods are proprietary and opaque, preventing researchers from understanding or controlling the adjustments. The study aims to describe, demonstrate, and evaluate a new zero‑offset correction method using a synthetic perfect dataset that is subsequently corrupted to test the procedure. The GNU R package diveMove performs recursive smoothing and filtering of depth time series with moving quantiles, and its performance was assessed by comparing corrected data to the original uncorrupted dataset from an Antarctic fur seal. The corrected data achieved a root‑mean‑square error comparable to the introduced noise, demonstrating that the method is flexible, reliable, and efficient for zero‑offset correction across diverse species and sampling protocols.

Abstract

Zero offset correction of diving depth measured by time-depth recorders is required to remove artifacts arising from temporal changes in accuracy of pressure transducers. Currently used methods for this procedure are in the proprietary software domain, where researchers cannot study it in sufficient detail, so they have little or no control over how their data were changed. GNU R package diveMove implements a procedure in the Free Software domain that consists of recursively smoothing and filtering the input time series using moving quantiles. This paper describes, demonstrates, and evaluates the proposed method by using a "perfect" data set, which is subsequently corrupted to provide input for the proposed procedure. The method is evaluated by comparing the corrected time series to the original, uncorrupted, data set from an Antarctic fur seal (Arctocephalus gazella Peters, 1875). The Root Mean Square Error of the corrected data set, relative to the "perfect" data set, was nearly identical to the magnitude of noise introduced into the latter. The method, thus, provides a flexible, reliable, and efficient mechanism to perform zero offset correction for analyses of diving behaviour. We illustrate applications of the method to data sets from four species with large differences in diving behaviour, measured using different sampling protocols and instrument characteristics.

References

12