namespace mola::state_estimation_smoother
Overview
namespace state_estimation_smoother { // enums enum KinematicModel; // structs struct Snapshot; // classes class FastPredictor; class Parameters; class StateEstimationSmoother; // global variables const bool NAVSTATE_PRINT_FG = mrpt::get_env<bool>("NAVSTATE_PRINT_FG", false); const bool NAVSTATE_PRINT_FG_ERRORS = mrpt::get_env<bool>("NAVSTATE_PRINT_FG_ERRORS", false); const double NAVSTATE_PRINT_FG_ERRORS_THRESHOLD = mrpt::get_env<double>("NAVSTATE_PRINT_FG_ERRORS_THRESHOLD", 0.1); const auto symbol_T_enu_to_map = F(0); const auto symbol_T_map_to_odom_i_base = F(0); constexpr unsigned int REFERENCE_FRAME_ID = 0; // global functions std::string pose_pdf_to_string_with_sigmas(const mrpt::poses::CPose3DPDFGaussian& pdf); std::string pose_pdf_to_string_with_sigmas(const mrpt::poses::CPose3DPDFGaussianInf& pdf); mrpt::poses::CPose3D body_twist_delta( const Parameters& params, const mrpt::math::TTwist3D& twist, double dt ); } // namespace state_estimation_smoother
Global Functions
std::string pose_pdf_to_string_with_sigmas(const mrpt::poses::CPose3DPDFGaussian& pdf)
Converts a 3D pose Gaussian PDF into a human-readable string.
This function extracts the mean pose and the 1-sigma standard deviations (square roots of the covariance diagonal) from an mrpt::poses::CPose3DPDFGaussian, and formats them into a multi-line string of the form:
x = <mean> ± <sigma> [m] y = <mean> ± <sigma> [m] z = <mean> ± <sigma> [m] yaw = <mean> ± <sigma> [deg] pitch = <mean> ± <sigma> [deg] roll = <mean> ± <sigma> [deg]
Translation components are expressed in meters, and rotational components in degrees.
Parameters:
The Gaussian PDF representing the 3D pose mean and covariance. |
Returns:
A std::string containing the formatted pose and uncertainties.
mrpt::poses::CPose3D body_twist_delta( const Parameters& params, const mrpt::math::TTwist3D& twist, double dt )
Integrates a constant body-frame twist over dt seconds, returning the relative pose increment T_i_to_j (right-composed onto an anchor: T_j = T_i (+) delta). Branches on the configured kinematic model so the short-term extrapolation matches the motion model used to build the inter-keyframe factors: full SE(3) exp of the 6D body twist for ConstantVelocity; the planar arc from forward velocity v=vx and yaw rate w=wz for Tricycle, mirroring mola::factors::FactorTricycleKinematic exactly.