Source code for test_igbmNoiseStateEffector

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import numpy as np
import numpy.testing as npt

from Basilisk.simulation import spacecraft
from Basilisk.simulation import igbmNoiseStateEffector
from Basilisk.simulation import svIntegrators
from Basilisk.utilities import SimulationBaseClass
from Basilisk.utilities import macros


[docs] def test_igbmNoiseStateEffector(): """ Statistical test equivalent to test_meanRevertingNoiseStateEffector.py using the factor dens = 1 + delta, which follows an IGBM with stationary mean mu and stationary std sigma_st. Also checks the factor stays strictly positive. """ dt = 0.001 # s tf = 100.0 # s mean = 1.0 sigmaStationary = 1.0 / 3.0 timeConstant = 0.2 sim = SimulationBaseClass.SimBaseClass() proc = sim.CreateNewProcess("process") task_name = "task" proc.addTask(sim.CreateNewTask(task_name, macros.sec2nano(dt))) sc_object = spacecraft.Spacecraft() sim.AddModelToTask(task_name, sc_object) integrator = svIntegrators.svStochasticIntegratorMayurama(sc_object) integrator.setRNGSeed(0) sc_object.setIntegrator(integrator) effector = igbmNoiseStateEffector.IgbmNoiseStateEffector() effector.setMean(mean) effector.setStationaryStd(sigmaStationary) effector.setTimeConstant(timeConstant) effector.setStateName("igbmNoiseState") sc_object.addStateEffector(effector) sim.InitializeSimulation() assert effector.getMean() == mean assert effector.getTimeConstant() == timeConstant assert effector.getStationaryStd() == sigmaStationary # Default initial correction is mu - 1 (factor at its mean level). assert effector.getStateValue() == mean - 1.0 steps = int(tf / dt) dens = np.zeros(steps) state_obj = sc_object.dynManager.getStateObject(effector.getStateName()) for i in range(steps): sim.ConfigureStopTime(macros.sec2nano((i + 1) * dt)) sim.ExecuteSimulation() dens[i] = 1.0 + state_obj.getState()[0][0] y = np.asarray(dens) # Discard an initial transient (a few reversion time constants) before averaging. burn = int(round(5.0 * timeConstant / dt)) ys = y[burn:] meanEst = float(np.mean(ys)) varEst = float(np.var(ys, ddof=1)) print(f"mean={meanEst:.4f} (target {mean}) var={varEst:.4f} (target {sigmaStationary**2:.4f})") # At this small step the sampled factor stays positive; the exact process is positive # and downstream consumers clamp against the rare negative an explicit step can give. assert np.all(y > 0.0), "IGBM factor went non-positive" npt.assert_allclose(meanEst, mean, rtol=0.05, atol=0.02) npt.assert_allclose(varEst, sigmaStationary**2, rtol=0.30)
[docs] def test_igbmNoiseStateEffector_rejectsNonPositiveInitialFactor(): """setStateValue must reject an initial correction <= -1, since the process is only well-posed from a positive initial factor 1 + delta.""" import pytest from Basilisk.architecture import bskLogging effector = igbmNoiseStateEffector.IgbmNoiseStateEffector() for bad in (-1.0, -1.5): with pytest.raises(bskLogging.BasiliskError): effector.setStateValue(bad) # A correction above -1 (initial factor positive) is accepted. effector.setStateValue(-0.5) assert effector.getStateValue() == -0.5
[docs] def test_igbmNoiseStateEffector_rejectsBadParameters(): """The parameter setters reject values outside their valid range.""" import pytest from Basilisk.architecture import bskLogging effector = igbmNoiseStateEffector.IgbmNoiseStateEffector() for bad in (0.0, -1.0): with pytest.raises(bskLogging.BasiliskError): effector.setMean(bad) for bad in (0.0, -0.1): with pytest.raises(bskLogging.BasiliskError): effector.setTimeConstant(bad) with pytest.raises(bskLogging.BasiliskError): effector.setStationaryStd(-0.01) effector.setMean(2.0); effector.setTimeConstant(0.5); effector.setStationaryStd(0.0) assert effector.getMean() == 2.0 assert effector.getTimeConstant() == 0.5 assert effector.getStationaryStd() == 0.0
if __name__ == "__main__": test_igbmNoiseStateEffector() test_igbmNoiseStateEffector_rejectsNonPositiveInitialFactor() test_igbmNoiseStateEffector_rejectsBadParameters()