Currents - Lagrangian metrics
Drifter trajectory deviation
Check drifter trajectory example notebook
The drifter trajectory deviation (or Lagrangian Cumulative Distance ; Liu and Weisberg, 2011) is a Lagrangian diagnostic that compares simulated drifters' trajectories with real drifter trajectories that started at the same locations. More precisely, we compute the distances between each drifter's location and the expected locations obtained by advecting past positions from the reconstructed velocities. These distances are evaluated with forecast lead times ranging from 0 to 5 days, every day.
• Trajectory deviation maps
• Trajectory deviation horizons
References
Liu, Y., & Weisberg, R. H. (2011). Evaluation of trajectory modeling in different dynamic regions using normalized cumulative Lagrangian separation. Journal of Geophysical Research: Oceans, 116(C9).