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Sea level and ocean heat content variations analyzed with the latest ECCO state estimate
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Smoothing-Based Relative Navigation & Coded Aperture Imaging: Time-windowed Smoothing for Multi-Satellite State Estimation
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Hybrid Flush and Synthetic Air Data Filter for Entry Vehicle Atmospheric State Estimation
A hybrid flush/synthetic air data sensing filter utilizing Kalman-Schmidt and Rach-Tung-Striebel smoothers is developed to obtain entry vehicle atmosphere estimates. The filter/smoother blends information from pressure sensors distributed on the heatshield with measurements of the vehicle aerodynamic forces and moments computed from mass properties and inertial measurement unit data, and prior estimates of the atmosphere. The filter produces estimates of the atmospheric conditions along the entry trajectory, and systematic error estimates to reconcile differences between the pressure and aerodynamic data sources. The filter is applied to data acquired during the Mars Science Laboratory and Mars 2020 entry, descent, and landing at Gale crater and at Jezero crater, respectively. The results show that the hybrid filter produces estimates of the freestream flight condition with lower uncertainty than either the flush or synthetic air data algorithms. The filter accomplishes this result by incorporating additional data and computing estimates of systematic error parameters in the pressure data and the aerodynamic model to further reduce the uncertainties.
Hybrid Flush and Synthetic Air Data Filter for Entry Vehicle Atmospheric State Estimation
A hybrid flush/synthetic air data sensing filter for entry vehicle atmosphere estimation is developed. The approach makes use of a Kalman-Schmidt and Rauch-Tung-Streibel smoother. The filter/smoother blends information from pressure sensors distributed on the heatshield with pseudo-measurements of the vehicle aerodynamic forces and moments computed from mass properties and inertial measurement unit data, and prior estimates of the atmosphere. The filter produces estimates of the atmospheric conditions along the entry trajectory, and systematic error estimates to reconcile differences between the pressure and aerodynamic data sources. The filter is applied to data acquired during the Mars 2020 entry, descent, and landing at Jezero crater on February 18th, 2021. The final paper will also include results from the Mars Science Laboratory entry, descent, and landing.
Assessing Deep and Abyssal Ocean Heat Content Changes With a Dynamically Consistent Ocean State Estimate
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A state estimate of the routes of the upper branch of the Atlantic Meridional Overturning Circulation
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Mean, Annual, and Interannual Circulation and Volume Transport in the Western Tropical North Pacific From the Western Pacific Ocean State Estimates (WPOSE)
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Coupling of the mid-depth and abyssal components of the global overturning circulation according to a state estimate
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Real-Time Distribution State Estimation for Community Microgrids
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Using Branch Current Measurements for Parameter Identification in Extended Kalman Filter based Distribution System State Estimation
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An Improved Sequential State Estimation Algorithm for VSC-MTDC Systems Using Virtual Connections
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Robust State Estimation of Feeding-Blending Systems in Continuous Pharmaceutical Manufacturing.
Abstract not provided.
Optimal PMU Placement for State Estimation with Grid Parameter Uncertainty
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Microgrid State Estimation Consensus Using Collaborative Autonomy
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Empirical State Error Covariance Matrix for Batch Estimation
State estimation techniques effectively provide mean state estimates. However, the theoretical state error covariance matrices provided as part of these techniques often suffer from a lack of confidence in their abilities to describe the true uncertainty in the estimated states. By a reinterpretation of the equations involved in the weighted least squares algorithm, it is possible to directly arrive at an empirical state error covariance matrix. This proposed empirical state error covariance matrix will contain the effect of all error sources, known or unknown. Results are presented for a simple, two observer, measurement error only problem.
Empirical State Error Covariance Matrix for Batch Estimation
State estimation techniques effectively provide mean state estimates. However, the theoretical state error covariance matrices provided as part of these techniques often suffer from a lack of confidence in their ability to describe the uncertainty in the estimated states. By a reinterpretation of the equations involved in the weighted batch least squares algorithm, it is possible to directly arrive at an empirical state error covariance matrix. The proposed empirical state error covariance matrix will contain the effect of all error sources, known or not. This empirical error covariance matrix may be calculated as a side computation for each unique batch solution. Results based on the proposed technique will be presented for a simple, two observer and measurement error only problem.