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feat(autoware_trajectory): update autoware_trajectory interfaces
Signed-off-by: Y.Hisaki <[email protected]>
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common/autoware_trajectory/examples/example_find_intervals.cpp
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// Copyright 2020 Tier IV, Inc. | ||
// | ||
// Licensed under the Apache License, Version 2.0 (the "License"); | ||
// you may not use this file except in compliance with the License. | ||
// You may obtain a copy of the License at | ||
// | ||
// http://www.apache.org/licenses/LICENSE-2.0 | ||
// | ||
// Unless required by applicable law or agreed to in writing, software | ||
// distributed under the License is distributed on an "AS IS" BASIS, | ||
// WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. | ||
// See the License for the specific language governing permissions and | ||
// limitations under the License. | ||
#include "autoware/trajectory/path_point_with_lane_id.hpp" | ||
#include "autoware/trajectory/utils/find_intervals.hpp" | ||
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#include <matplotlibcpp17/pyplot.h> | ||
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#include <vector> | ||
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using Trajectory = autoware::trajectory::Trajectory<tier4_planning_msgs::msg::PathPointWithLaneId>; | ||
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tier4_planning_msgs::msg::PathPointWithLaneId path_point_with_lane_id( | ||
double x, double y, uint8_t lane_id) | ||
{ | ||
tier4_planning_msgs::msg::PathPointWithLaneId point; | ||
point.point.pose.position.x = x; | ||
point.point.pose.position.y = y; | ||
point.lane_ids.emplace_back(lane_id); | ||
return point; | ||
} | ||
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int main() | ||
{ | ||
pybind11::scoped_interpreter guard{}; | ||
auto plt = matplotlibcpp17::pyplot::import(); | ||
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std::vector<tier4_planning_msgs::msg::PathPointWithLaneId> points{ | ||
path_point_with_lane_id(0.41, 0.69, 0), path_point_with_lane_id(0.66, 1.09, 0), | ||
path_point_with_lane_id(0.93, 1.41, 0), path_point_with_lane_id(1.26, 1.71, 0), | ||
path_point_with_lane_id(1.62, 1.90, 0), path_point_with_lane_id(1.96, 1.98, 0), | ||
path_point_with_lane_id(2.48, 1.96, 1), path_point_with_lane_id(3.02, 1.87, 1), | ||
path_point_with_lane_id(3.56, 1.82, 1), path_point_with_lane_id(4.14, 2.02, 1), | ||
path_point_with_lane_id(4.56, 2.36, 1), path_point_with_lane_id(4.89, 2.72, 1), | ||
path_point_with_lane_id(5.27, 3.15, 1), path_point_with_lane_id(5.71, 3.69, 1), | ||
path_point_with_lane_id(6.09, 4.02, 0), path_point_with_lane_id(6.54, 4.16, 0), | ||
path_point_with_lane_id(6.79, 3.92, 0), path_point_with_lane_id(7.11, 3.60, 0), | ||
path_point_with_lane_id(7.42, 3.01, 0)}; | ||
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auto trajectory = Trajectory::Builder{}.build(points); | ||
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if (!trajectory) { | ||
return 1; | ||
} | ||
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const auto intervals = autoware::trajectory::find_intervals( | ||
*trajectory, [](const tier4_planning_msgs::msg::PathPointWithLaneId & point) { | ||
return point.lane_ids[0] == 1; | ||
}); | ||
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std::vector<double> x_id0; | ||
std::vector<double> y_id0; | ||
std::vector<double> x_id1; | ||
std::vector<double> y_id1; | ||
std::vector<double> x_all; | ||
std::vector<double> y_all; | ||
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for (const auto & point : points) { | ||
if (point.lane_ids[0] == 0) { | ||
x_id0.push_back(point.point.pose.position.x); | ||
y_id0.push_back(point.point.pose.position.y); | ||
} else { | ||
x_id1.push_back(point.point.pose.position.x); | ||
y_id1.push_back(point.point.pose.position.y); | ||
} | ||
} | ||
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for (double s = 0.0; s < trajectory->length(); s += 0.01) { | ||
auto p = trajectory->compute(s); | ||
x_all.push_back(p.point.pose.position.x); | ||
y_all.push_back(p.point.pose.position.y); | ||
} | ||
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plt.plot(Args(x_all, y_all), Kwargs("color"_a = "blue")); | ||
plt.scatter(Args(x_id0, y_id0), Kwargs("color"_a = "blue", "label"_a = "lane_id = 0")); | ||
plt.scatter(Args(x_id1, y_id1), Kwargs("color"_a = "red", "label"_a = "lane_id = 1")); | ||
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std::vector<double> x_cropped; | ||
std::vector<double> y_cropped; | ||
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trajectory->crop(intervals[0].start, intervals[0].end - intervals[0].start); | ||
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for (double s = 0.0; s < trajectory->length(); s += 0.01) { | ||
auto p = trajectory->compute(s); | ||
x_cropped.push_back(p.point.pose.position.x); | ||
y_cropped.push_back(p.point.pose.position.y); | ||
} | ||
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plt.plot( | ||
Args(x_cropped, y_cropped), | ||
Kwargs("color"_a = "red", "label"_a = "interval between lane_id = 1")); | ||
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plt.legend(); | ||
plt.show(); | ||
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return 0; | ||
} |
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// Copyright 2025 TIER IV, Inc. | ||
// | ||
// Licensed under the Apache License, Version 2.0 (the "License"); | ||
// you may not use this file except in compliance with the License. | ||
// You may obtain a copy of the License at | ||
// | ||
// http://www.apache.org/licenses/LICENSE-2.0 | ||
// | ||
// Unless required by applicable law or agreed to in writing, software | ||
// distributed under the License is distributed on an "AS IS" BASIS, | ||
// WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. | ||
// See the License for the specific language governing permissions and | ||
// limitations under the License. | ||
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#include "autoware/trajectory/point.hpp" | ||
#include "autoware/trajectory/utils/shift.hpp" | ||
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#include <matplotlibcpp17/pyplot.h> | ||
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#include <iostream> | ||
#include <vector> | ||
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geometry_msgs::msg::Point point(double x, double y) | ||
{ | ||
geometry_msgs::msg::Point p; | ||
p.x = x; | ||
p.y = y; | ||
return p; | ||
} | ||
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int main() | ||
{ | ||
pybind11::scoped_interpreter guard{}; | ||
auto plt = matplotlibcpp17::pyplot::import(); | ||
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geometry_msgs::msg::Point p; | ||
(void)(p); | ||
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std::vector<geometry_msgs::msg::Point> points = { | ||
point(0.49, 0.59), point(0.61, 1.22), point(0.86, 1.93), point(1.20, 2.56), point(1.51, 3.17), | ||
point(1.85, 3.76), point(2.14, 4.26), point(2.60, 4.56), point(3.07, 4.55), point(3.61, 4.30), | ||
point(3.95, 4.01), point(4.29, 3.68), point(4.90, 3.25), point(5.54, 3.10), point(6.24, 3.18), | ||
point(6.88, 3.54), point(7.51, 4.25), point(7.85, 4.93), point(8.03, 5.73), point(8.16, 6.52), | ||
point(8.31, 7.28), point(8.45, 7.93), point(8.68, 8.45), point(8.96, 8.96), point(9.32, 9.36)}; | ||
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auto trajectory = | ||
autoware::trajectory::Trajectory<geometry_msgs::msg::Point>::Builder{}.build(points); | ||
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if (!trajectory) { | ||
return 1; | ||
} | ||
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std::cout << "length: " << trajectory->length() << std::endl; | ||
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{ | ||
std::vector<double> x; | ||
std::vector<double> y; | ||
for (double s = 0.0; s < trajectory->length(); s += 0.01) { | ||
auto p = trajectory->compute(s); | ||
x.push_back(p.x); | ||
y.push_back(p.y); | ||
} | ||
plt.plot(Args(x, y), Kwargs("label"_a = "original")); | ||
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x.clear(); | ||
y.clear(); | ||
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autoware::trajectory::ShiftInterval shift_interval; | ||
shift_interval.end = -1.0; | ||
shift_interval.length = 0.5; | ||
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auto shifted_trajectory = autoware::trajectory::shift(*trajectory, shift_interval); | ||
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for (double s = 0.0; s < shifted_trajectory.length(); s += 0.01) { | ||
auto p = shifted_trajectory.compute(s); | ||
x.push_back(p.x); | ||
y.push_back(p.y); | ||
} | ||
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plt.axis(Args("equal")); | ||
plt.plot(Args(x, y), Kwargs("label"_a = "shifted")); | ||
plt.legend(); | ||
plt.show(); | ||
} | ||
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{ | ||
std::vector<double> x; | ||
std::vector<double> y; | ||
for (double s = 0.0; s < trajectory->length(); s += 0.01) { | ||
auto p = trajectory->compute(s); | ||
x.push_back(p.x); | ||
y.push_back(p.y); | ||
} | ||
plt.plot(Args(x, y), Kwargs("label"_a = "original")); | ||
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x.clear(); | ||
y.clear(); | ||
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autoware::trajectory::ShiftInterval shift_interval; | ||
shift_interval.start = trajectory->length() / 4.0; | ||
shift_interval.end = trajectory->length() * 3.0 / 4.0; | ||
shift_interval.length = 0.5; | ||
auto shifted_trajectory = autoware::trajectory::shift(*trajectory, shift_interval); | ||
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for (double s = 0.0; s < shifted_trajectory.length(); s += 0.01) { | ||
auto p = shifted_trajectory.compute(s); | ||
x.push_back(p.x); | ||
y.push_back(p.y); | ||
} | ||
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plt.axis(Args("equal")); | ||
plt.plot(Args(x, y), Kwargs("label"_a = "shifted")); | ||
plt.legend(); | ||
plt.show(); | ||
} | ||
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{ | ||
std::vector<double> x; | ||
std::vector<double> y; | ||
for (double s = 0.0; s < trajectory->length(); s += 0.01) { | ||
auto p = trajectory->compute(s); | ||
x.push_back(p.x); | ||
y.push_back(p.y); | ||
} | ||
plt.plot(Args(x, y), Kwargs("label"_a = "original")); | ||
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x.clear(); | ||
y.clear(); | ||
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autoware::trajectory::ShiftInterval shift_interval; | ||
shift_interval.start = trajectory->length() * 3.0 / 4.0; | ||
shift_interval.end = trajectory->length() / 4.0; | ||
shift_interval.length = 0.5; | ||
auto shifted_trajectory = autoware::trajectory::shift(*trajectory, shift_interval); | ||
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for (double s = 0.0; s < shifted_trajectory.length(); s += 0.01) { | ||
auto p = shifted_trajectory.compute(s); | ||
x.push_back(p.x); | ||
y.push_back(p.y); | ||
} | ||
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plt.axis(Args("equal")); | ||
plt.plot(Args(x, y), Kwargs("label"_a = "shifted")); | ||
plt.legend(); | ||
plt.show(); | ||
} | ||
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{ | ||
std::vector<double> x; | ||
std::vector<double> y; | ||
for (double s = 0.0; s < trajectory->length(); s += 0.01) { | ||
auto p = trajectory->compute(s); | ||
x.push_back(p.x); | ||
y.push_back(p.y); | ||
} | ||
plt.plot(Args(x, y), Kwargs("label"_a = "original")); | ||
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x.clear(); | ||
y.clear(); | ||
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autoware::trajectory::ShiftInterval shift_interval1; | ||
shift_interval1.start = trajectory->length() / 4.0; | ||
shift_interval1.end = trajectory->length() * 2.0 / 4.0; | ||
shift_interval1.length = 0.5; | ||
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autoware::trajectory::ShiftInterval shift_interval2; | ||
shift_interval2.start = trajectory->length() * 2.0 / 4.0; | ||
shift_interval2.end = trajectory->length() * 3.0 / 4.0; | ||
shift_interval2.length = -0.5; | ||
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auto shifted_trajectory = | ||
autoware::trajectory::shift(*trajectory, {shift_interval1, shift_interval2}); | ||
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for (double s = 0.0; s < shifted_trajectory.length(); s += 0.01) { | ||
auto p = shifted_trajectory.compute(s); | ||
x.push_back(p.x); | ||
y.push_back(p.y); | ||
} | ||
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plt.axis(Args("equal")); | ||
plt.plot(Args(x, y), Kwargs("label"_a = "shifted")); | ||
plt.legend(); | ||
plt.show(); | ||
} | ||
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return 0; | ||
} | ||
Check warning on line 187 in common/autoware_trajectory/examples/example_shift.cpp CodeScene Delta Analysis / CodeScene Cloud Delta Analysis (main)❌ New issue: Complex Method
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