ProcessNoise#
- class ProcessNoise(continuous_time_covariance: CovarianceMatrix, state_definition=None, sequence_definition=None)#
Bases:
ABCAbstract base class for process noise modeling in orbit determination filters.
Provides a common interface for different process noise models used to account for unmodeled dynamics in spacecraft orbit determination. Handles conversion between continuous-time and discrete-time representations.
- Parameters:
continuous_time_covariance (
CovarianceMatrix) – The continuous-time process noise covariance matrix (power spectral density).state_definition (optional) – State vector definition. Defaults to None.
sequence_definition (optional) – Sequence definition for multi-leg trajectories. Defaults to None.
Notes
Process noise accounts for unmodeled spacecraft dynamics and is primarily used in sequential filters to address model uncertainties and filter saturation. Concrete sub-classes must implement
_compute_discrete_time_covariances().See also
scarabaeus.StateNoiseCompensationPiecewise-constant SNC implementation.
scarabaeus.DynamicModelCompensationExponentially-correlated DMC implementation.
scarabaeus.ProcessNoiseSettingsConfiguration object consumed by the filter.
References
Tapley, B. D., Schutz, B. E., & Born, G. H. (2004). Statistical Orbit Determination. Elsevier Academic Press. ISBN 978-0-12-683630-1.
- Attributes:
frameThe reference frame of the process noise covariance.
Methods
Rotate the process noise covariance from RTN frame to the inertial frame.
- transform_from_rtn(Q: ndarray) ndarray#
Rotate the process noise covariance from RTN frame to the inertial frame.
The RTN (Radial-Transverse-Normal) basis vectors are constructed from the current position and velocity in the state definition. The rotation is applied as
Q_inertial = T @ Q_rtn @ T^TwhereTis the 3x3 RTN basis matrix.This method is a no-op when
self.continuous_time_covariance.frameis not'RTN'— the input matrix is returned unchanged. It also returnsQunchanged ifpositionorvelocitycannot be found in the state definition.- Parameters:
Q (
np.ndarray) – Process noise covariance matrix expressed in the RTN frame.- Returns:
Covariance matrix expressed in the inertial frame, or the original
Qwhen no rotation is needed.- Return type:
np.ndarray