PyReX: A Recursion Based Crossover Detection Algorithm in Python for Along‐Track Geophysical Measurements

A crossover point is the location of intersection of any two ground tracks charted by multiple platforms (ships, satellite radar and laser altimeters etc.). Detection of crossovers is of prime importance to estimate the discrepancies in the geophysical measurements at the crossover points. Usual app...

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Published inEarth and space science (Hoboken, N.J.) Vol. 12; no. 2
Main Authors Vikram, K. V. N. G., Krishna, D. V. P., Sreejith, K. M.
Format Journal Article
LanguageEnglish
Published Hoboken John Wiley & Sons, Inc 01.02.2025
American Geophysical Union (AGU)
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ISSN2333-5084
2333-5084
DOI10.1029/2024EA003932

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Summary:A crossover point is the location of intersection of any two ground tracks charted by multiple platforms (ships, satellite radar and laser altimeters etc.). Detection of crossovers is of prime importance to estimate the discrepancies in the geophysical measurements at the crossover points. Usual approach of crossover detection considers consecutive data points in tracks as segments and checks for intersections between all combinations of these segments. We present a Recursion based crossover detection algorithm in Python (PyReX) for rapid detection of crossovers by avoiding redundant intersection checks. We test the performance of this algorithm using along‐track sea surface height measurements from satellite altimeters. We observe that the time taken for flagging a crossover between pair of tracks with N segments each varies as logN $\log \,N$ vis‐a‐vis the N2 ${N}^{2}$ dependency associated with the traditional methods. We further demonstrate that PyReX significantly improves the computation speed for high frequency along‐track measurements from satellite altimeters and ship‐borne gravity data compared to existing algorithms. PyReX is a flexible, open‐source code that could be easily customized for variety of applications involving large‐scale track‐line data sets. Key Points A recursion based algorithm for efficient detection of crossovers The time complexity has improved to log N Better performance with high sampling rate measurements
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ISSN:2333-5084
2333-5084
DOI:10.1029/2024EA003932