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Various bug fixes and adding mean/min methods
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7 changed files with 77 additions and 36 deletions
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@ -25,8 +25,10 @@ associators = [
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]
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# todo: ellipse conic int (analytic), SX, arc length
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localisations = [
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{"name": "Ellipse Parametric", "id": "ellipse-parametric"},
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{"name": "Ellipsoid Parametric", "id": "ellipsoid-parametric"},
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{"name": "Ellipse Parametric (Mean)", "id": "ellipse-parametric-mean"},
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{"name": "Ellipse Parametric (Min)", "id": "ellipse-parametric-min"},
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{"name": "Ellipsoid Parametric (Mean)", "id": "ellipsoid-parametric-mean"},
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{"name": "Ellipsoid Parametric (Min)", "id": "ellipsoid-parametric-min"},
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{"name": "Spherical Intersection", "id": "spherical-intersection"}
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]
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adsbs = [
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@ -142,6 +142,8 @@ class EllipseParametric:
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output[target] = {}
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output[target]["points"] = []
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for i in range(len(samples_intersect)):
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print('err??', flush=True)
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print(samples_intersect, flush=True)
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samples_intersect[i] = Geometry.ecef2lla(
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samples_intersect[i][0],
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samples_intersect[i][1],
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@ -103,6 +103,9 @@ class EllipsoidParametric:
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average_point = Geometry.average_points(samples_intersect)
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samples_intersect = [average_point]
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if len(samples_intersect) == 0:
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return output
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elif self.method == "minimum":
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min_distance = self.threshold
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@ -13,7 +13,7 @@ class SphericalIntersection:
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@class SphericalIntersection
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@brief A class for intersecting ellipsoids using SX method.
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@details Uses associated detections from multiple radars.
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@see blah2 at https://github.com/30hours/blah2.
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@see https://ieeexplore.ieee.org/document/6129656
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"""
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def __init__(self):
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@ -42,9 +42,6 @@ class SphericalIntersection:
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# pick first radar rx node as ENU reference (arbitrary)
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radar = next(iter(radar_data))
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print(radar_data)
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print(radar)
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print(radar_data[radar]["config"])
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reference_lla = [
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radar_data[radar]["config"]["location"][self.not_type]["latitude"],
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radar_data[radar]["config"]["location"][self.not_type]["longitude"],
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@ -84,24 +81,11 @@ class SphericalIntersection:
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[x, y, z], [reference_ecef[0],
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reference_ecef[1], reference_ecef[2]])
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R_i = (radar["delay"]*1000) + distance
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# print('R_i', flush=True)
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# print(R_i, flush=True)
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# print(radar["delay"]*1000, flush=True)
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z_vec[index, :] = (x_enu**2 + y_enu**2 + z_enu**2 - R_i**2)/2
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# add to r
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r[index, :] = R_i
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# print first to check
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print('start printing SX:', flush=True)
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print(S, flush=True)
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print(S.size, flush=True)
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print(z_vec, flush=True)
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print(z_vec.size, flush=True)
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print(r, flush=True)
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print(r.size, flush=True)
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# now compute matrix math
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S_star = np.linalg.inv(S.T @ S) @ S.T
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a = S_star @ z_vec
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@ -112,7 +96,6 @@ class SphericalIntersection:
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R_t[0] = (-2*(a.T @ b) - np.sqrt(discriminant))/(2*((b.T @ b)-1))
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R_t[1] = (-2*(a.T @ b) + np.sqrt(discriminant))/(2*((b.T @ b)-1))
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else:
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print('@@@ discriminant < 0', flush=True)
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R_t[0] = np.real((-2*(a.T @ b) - np.sqrt(discriminant + 0j))/(2*((b.T @ b)-1)))
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R_t[1] = np.real((-2*(a.T @ b) + np.sqrt(discriminant + 0j))/(2*((b.T @ b)-1)))
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x_t = [0, 0]
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@ -123,8 +106,6 @@ class SphericalIntersection:
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output[target] = {}
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output[target]["points"] = []
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x_t_list = [np.squeeze(arr).tolist() for arr in x_t]
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print('x_t in ENU?')
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print(x_t_list)
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# convert points back to LLA
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for index in range(len(x_t_list)):
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@ -142,7 +123,4 @@ class SphericalIntersection:
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else:
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output[target]["points"].append(x_t_list[1])
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print('SX points:')
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print(x_t_list)
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return output
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@ -29,8 +29,10 @@ api = []
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# init config
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tDelete = 60
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adsbAssociator = AdsbAssociator()
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ellipseParametric = EllipseParametric("mean", 200, 500)
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ellipsoidParametric = EllipsoidParametric("mean", 100, 500)
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ellipseParametricMean = EllipseParametric("mean", 150, 500)
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ellipseParametricMin = EllipseParametric("min", 150, 500)
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ellipsoidParametricMean = EllipsoidParametric("mean", 120, 1000)
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ellipsoidParametricMin = EllipsoidParametric("min", 120, 1000)
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sphericalIntersection = SphericalIntersection()
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adsbTruth = AdsbTruth(5)
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save = True
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@ -114,10 +116,14 @@ async def event():
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return
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# localisation selection
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if item["localisation"] == "ellipse-parametric":
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localisation = ellipseParametric
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elif item["localisation"] == "ellipsoid-parametric":
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localisation = ellipsoidParametric
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if item["localisation"] == "ellipse-parametric-mean":
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localisation = ellipseParametricMean
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elif item["localisation"] == "ellipse-parametric-min":
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localisation = ellipseParametricMin
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elif item["localisation"] == "ellipsoid-parametric-mean":
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localisation = ellipsoidParametricMean
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elif item["localisation"] == "ellipsoid-parametric-min":
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localisation = ellipsoidParametricMin
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elif item["localisation"] == "spherical-intersection":
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localisation = sphericalIntersection
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else:
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@ -143,8 +149,10 @@ async def event():
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# show ellipsoids of associated detections for 1 target
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ellipsoids = {}
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if item["localisation"] == "ellipse-parametric" or \
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item["localisation"] == "ellipsoid-parametric":
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if item["localisation"] == "ellipse-parametric-mean" or \
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item["localisation"] == "ellipsoid-parametric-mean" or \
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item["localisation"] == "ellipse-parametric-min" or \
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item["localisation"] == "ellipsoid-parametric-min":
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if associated_dets_2_radars:
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# get first target key
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key = next(iter(associated_dets_2_radars))
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@ -169,7 +177,13 @@ async def event():
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points = localisation.sample(ellipsoid, radar["delay"]*1000, 50)
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for i in range(len(points)):
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lat, lon, alt = Geometry.ecef2lla(points[i][0], points[i][1], points[i][2])
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points[i] = ([round(lat, 3), round(lon, 3), 0])
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if item["localisation"] == "ellipsoid-parametric-mean" or \
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item["localisation"] == "ellipsoid-parametric-min":
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alt = round(alt)
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if item["localisation"] == "ellipse-parametric-mean" or \
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item["localisation"] == "ellipse-parametric-min":
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alt = 0
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points[i] = ([round(lat, 3), round(lon, 3), alt])
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ellipsoids[radar["radar"]] = points
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stop_time = time.time()
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@ -36,6 +36,22 @@ def interpolate_positions(timestamp_vector, truth_timestamp, truth_position):
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return interpolated_positions
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def calculate_rmse(actual_values, predicted_values):
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# Convert lists to NumPy arrays for easy calculations
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actual_values = np.array(actual_values)
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predicted_values = np.array(predicted_values)
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# Calculate the squared differences
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squared_diff = (actual_values - predicted_values) ** 2
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# Calculate the mean squared error
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mean_squared_error = np.mean(squared_diff)
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# Calculate the root mean squared error
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rmse = np.sqrt(mean_squared_error)
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return rmse
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def main():
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# input handling
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@ -82,6 +98,7 @@ def main():
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# store target data
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method_localisation = method["localisation"]
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# override skip a method
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if method_localisation == "spherical-intersection":
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continue
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@ -146,13 +163,18 @@ def main():
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radar4_lla[0], radar4_lla[1], radar4_lla[2]))
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# plot x, y, z
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plt.figure(figsize=(5,7))
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#plt.figure(figsize=(5,7))
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fig, axes = plt.subplots(3, 1, figsize=(5, 7), sharex=True)
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for i in range(3):
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yaxis_truth = [pos[i] for pos in truth_position_resampled_enu]
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plt.subplot(3, 1, i+1)
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plt.plot(timestamp, yaxis_truth, label="ADS-B Truth")
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for method in position:
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print(position[method])
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if "detections_enu" not in position[method]:
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continue
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for i in range(3):
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print(position)
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yaxis_target = [pos[i] for pos in position[method]["detections_enu"]]
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plt.subplot(3, 1, i+1)
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plt.plot(position[method]["timestamp"], yaxis_target, 'x', label=method)
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@ -170,5 +192,25 @@ def main():
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filename = 'plot_accuracy_' + args.target_name + '.png'
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plt.savefig('save/' + filename, bbox_inches='tight', pad_inches=0.01)
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# save tabular data
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table = {}
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for method in position:
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if "detections_enu" not in position[method]:
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continue
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table[method] = {}
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for i in range(3):
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yaxis_truth = np.array([pos[i] for pos in truth_position_resampled_enu])
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matching_indices = np.isin(np.array(timestamp), np.array(position[method]["timestamp"]))
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yaxis_truth_target = yaxis_truth[matching_indices]
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yaxis_target = [pos[i] for pos in position[method]["detections_enu"]]
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table[method][str(i)] = calculate_rmse(yaxis_target, yaxis_truth_target)
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print('test')
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print(yaxis_target)
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print(yaxis_truth_target)
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print(table)
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if __name__ == "__main__":
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main()
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@ -103,7 +103,7 @@ def main():
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img = plt.imshow(data, aspect='auto', interpolation='none')
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y_extent = plt.gca().get_ylim()
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img.set_extent([start_time/1000, stop_time/1000, y_extent[1], y_extent[0]])
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plt.yticks(np.arange(len(radar_label)), radar_label, rotation='vertical')
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plt.yticks(np.arange(len(radar_label)), radar_label[::-1], rotation='vertical')
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plt.xlabel('Timestamp')
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plt.ylabel('Radar')
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plt.tight_layout()
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