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A secular variation candidate for IGRF-14 based on core-flow inversion via an ensemble Kalman smoother.
Kyle Gwirtz1,2, Terence Sabaka2, Weijia Kuang2
1University of Maryland, Baltimore County, Baltimore, USA.
A new secular variation (SV) model for Earth's magnetic field uses data assimilation (DA) with an Ensemble Kalman Smoother (EnKS) for improved forecasting. This method accurately predicts magnetic field changes and reveals core flow structures.
Area of Science:
- Geophysics
- Earth Science
- Computational Science
Background:
- Accurate prediction of Earth's magnetic field secular variation (SV) is crucial for navigation and infrastructure.
- Existing data assimilation (DA) systems often rely on complex models and may not fully capture core dynamics.
Purpose of the Study:
- To develop and validate a candidate mean secular variation (SV) model for 2025.0-2030.0.
- To assess the effectiveness of an Ensemble Kalman Smoother (EnKS) integrated with a frozen-flux core model for geomagnetic forecasting.
- To explore the potential of EnKS in understanding the geodynamo without requiring model adjoints.
Main Methods:
- A data assimilation (DA) system employing a frozen-flux core model and an Ensemble Kalman Filter (EnKF) with an Ensemble Kalman Smoother (EnKS).
- Assimilation of Gauss coefficients from the Kalmag field model to estimate core flow.
- Forecasting of magnetic field changes based on the inferred core flow.
Main Results:
- The EnKS-enhanced DA system produced a superior SV forecast compared to an EnKF-only approach.
- The inferred core flow exhibited structures consistent with established models like the eccentric gyre and westward drift.
- The EnKS methodology proved effective in predicting mean SV over past 5-year periods.
Conclusions:
- The proposed SV model and EnKS methodology offer a promising advancement in geomagnetic forecasting.
- The EnKS system is easily implemented into existing EnKF frameworks, enhancing their predictive capabilities.
- This approach provides a valuable tool for studying the geodynamo, especially for complex 3-D dynamo models.
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