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ekf2: remove old yaw 321 and 312 derivations
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@@ -35,68 +35,10 @@
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#include "EKF/ekf.h"
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#include "test_helper/comparison_helper.h"
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#include "../EKF/python/ekf_derivation/generated/compute_yaw_321_innov_var_and_h.h"
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#include "../EKF/python/ekf_derivation/generated/compute_yaw_321_innov_var_and_h_alternate.h"
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#include "../EKF/python/ekf_derivation/generated/compute_yaw_312_innov_var_and_h.h"
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#include "../EKF/python/ekf_derivation/generated/compute_yaw_312_innov_var_and_h_alternate.h"
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#include "../EKF/python/ekf_derivation/generated/compute_yaw_innov_var_and_h.h"
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using namespace matrix;
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TEST(YawFusionGenerated, yawSingularity)
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{
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// GIVEN: an attitude that should give a singularity when transforming the
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// rotation matrix to Euler yaw
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StateSample state{};
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state.quat_nominal = Eulerf(M_PI_F, 0.f, M_PI_F);
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const float R = sq(radians(10.f));
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SquareMatrixState P = createRandomCovarianceMatrix();
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VectorState H_a;
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VectorState H_b;
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float innov_var_a;
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float innov_var_b;
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// WHEN: computing the innovation variance and H using two different methods
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sym::ComputeYaw321InnovVarAndH(state.vector(), P, R, FLT_EPSILON, &innov_var_a, &H_a);
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sym::ComputeYawInnovVarAndH(state.vector(), P, R, &innov_var_b, &H_b);
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// THEN: Even at the singularity point, the result is still correct
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EXPECT_TRUE(isEqual(H_a, H_b));
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EXPECT_NEAR(innov_var_a, innov_var_b, 1e-5f);
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EXPECT_TRUE(innov_var_a < 50.f && innov_var_a > R) << "innov_var = " << innov_var_a;
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}
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TEST(YawFusionGenerated, gimbalLock321vs312vsTangent)
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{
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// GIVEN: an attitude at gimbal lock position
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StateSample state{};
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state.quat_nominal = Eulerf(0.f, -M_PI_F / 2.f, M_PI_F);
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const float R = sq(radians(10.f));
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SquareMatrixState P = createRandomCovarianceMatrix();
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VectorState H_321;
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VectorState H_312;
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VectorState H_tangent;
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float innov_var_321;
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float innov_var_312;
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float innov_var_tangent;
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sym::ComputeYaw321InnovVarAndH(state.vector(), P, R, FLT_EPSILON, &innov_var_321, &H_321);
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sym::ComputeYaw312InnovVarAndH(state.vector(), P, R, FLT_EPSILON, &innov_var_312, &H_312);
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sym::ComputeYawInnovVarAndH(state.vector(), P, R, &innov_var_tangent, &H_tangent);
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// THEN: both computation are not equivalent, 321 is undefined but 312 and "tangent" are valid
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EXPECT_FALSE(isEqual(H_321, H_312));
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EXPECT_TRUE(isEqual(H_312, H_tangent));
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EXPECT_GT(fabsf(innov_var_321 - innov_var_312), 1e6f);
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EXPECT_NEAR(innov_var_312, innov_var_tangent, 1e-6f);
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EXPECT_TRUE(innov_var_312 < 50.f && innov_var_312 > R) << "innov_var = " << innov_var_312;
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}
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Vector3f getRotVarNed(const Quatf &q, const SquareMatrixState &P)
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{
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constexpr auto S = State::quat_nominal;
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@@ -138,6 +80,8 @@ TEST(YawFusionGenerated, positiveVarianceAllOrientations)
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<< " roll = " << degrees(roll)
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<< " innov_var = " << innov_var
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<< " innov_var_true = " << innov_var_true;
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EXPECT_TRUE(H.isAllFinite());
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}
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}
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}
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