Local control algorithm test only

1.stanley test data accomplishment

2.lqr test data accomplishment
This commit is contained in:
liuhaoyan 2026-10-04 14:40:53 +08:00
parent e301e7cf67
commit db4f4f1fc2
51 changed files with 85091 additions and 417 deletions

1
.gitignore vendored
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@ -11,6 +11,5 @@ log/
logs/
data/
files/
*.csv
*.png

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@ -1,5 +1,5 @@
# auto drive misson center webots simulation:
该分支修复了原LQR算法中矩阵错误问题,并对参数进行调教,增加stanley前轮转向控制算法,并适配webots仿真环境。后续实车测试优先使用该分支
lhy本地控制测试分支,无本地控制测试需求请勿使用
## 1, `ubuntu20.04`, `ubuntu22.04`
## 2, 安装 `webots`
`https://github.com/cyberbotics/webots/tags`, 版本: `ubuntu20.04: R2023a, ubuntu22.04:R2025a`

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@ -10,12 +10,12 @@ import matplotlib.pyplot as plt
# 参数
# ============================================================
LOG_PATTERN = "logs/mission_center_logger*.txt"
LOG_PATTERN = "path_visualizer.log"
# 每 5 个完整数据取 1 个
SAMPLE_STEP = 40
SAMPLE_STEP = 1
CSV_FILE = "recalculated_tracking_error.csv"
CSV_FILE = "tracking_error.csv"
# ============================================================
@ -74,6 +74,9 @@ current_path_pattern = re.compile(
r"current_path_yaw:([-+0-9.eE]+)"
)
yaw_command_pattern = re.compile(
r"current_cmd_angular_z:([-+0-9.eE]+)"
)
# ============================================================
# 3. 函数:角度归一化
@ -178,6 +181,7 @@ def calculate_errors(
# ============================================================
all_data = []
yaw_command_data = []
total_raw_count = 0
@ -202,6 +206,7 @@ for file in files:
# --------------------------------------------------------
pending_pose = None
pending_yaw = None
with file.open(
@ -222,7 +227,11 @@ for file in files:
line
)
m_yaw = yaw_command_pattern.search(line)
if m_yaw:
pending_yaw = float(m_yaw.group(1))
if file_data_count % SAMPLE_STEP == 0:
yaw_command_data.append(pending_yaw)
if m_pose:
pending_pose = {
@ -351,6 +360,7 @@ for file in files:
pending_pose = None
print(
f"原始完整数据:{file_data_count}"
)
@ -447,6 +457,12 @@ alpha_deg = np.array([
for d in all_data
])
yaw_command = yaw_command_data# 确保长度一致
print(
f"yaw size: {len(yaw_command)}"
)
# ============================================================
# 8. 计算车辆累计行驶距离
@ -524,13 +540,16 @@ with open(
"heading_error_deg",
"yaw_command",
])
for i in range(
len(all_data)
):
if i>= len(yaw_command):
break
writer.writerow([
f"{distance_m[i]:.8f}",
@ -545,6 +564,8 @@ with open(
f"{alpha_deg[i]:.8f}",
f"{yaw_command[i]:.8f}"
])
@ -630,7 +651,43 @@ plt.grid(True)
plt.tight_layout()
plt.show()
# ============================================================
# 14. yaw command rad
# ============================================================
plt.figure(
figsize=(12, 5)
)
plt.plot(
distance_m,
yaw_command,
linewidth=1.2
)
plt.axhline(
0.0,
linestyle="--",
linewidth=0.8
)
plt.xlabel(
"Distance (m)"
)
plt.ylabel(
"Yaw Command (rad)"
)
plt.title(
"Recalculated Yaw Command"
)
plt.grid(True)
plt.tight_layout()
plt.show()
# ============================================================
# 15. 车辆轨迹 + 路径点

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@ -1,50 +1,71 @@
import csv
import os
import re
import matplotlib.pyplot as plt
import numpy as np
import glob
# files = [
# "stanley_*_*_*_*.csv",
# ]
files = [
"U_turn_0.32_lqr.csv",
"U_turn_0.32_pp.csv",
"U_turn_0.32_stanley.csv",
"lqr_*_*_*_*_*.csv",
]
data = {}
for pattern in files:
for file in files:
if not os.path.exists(file):
raise FileNotFoundError(f"找不到文件: {file}")
matched_files = glob.glob(pattern)
distance = []
lateral_error = []
heading_error = []
yaw_command = []
if not matched_files:
raise FileNotFoundError(
f"找不到文件: {pattern}"
)
matched_files.sort(
key=lambda x: (
float(x.split("_")[1]), # 速度
float(x.split("_")[2]), # 参数1
float(x.split("_")[3]), # 参数2
float(x.split("_")[4]), # 参数2
float(x.split("_")[5].replace(".csv", "")) # 半径
)
)
with open(file, "r", encoding="utf-8-sig", newline="") as f:
reader = csv.DictReader(f)
print(f"匹配到 {len(matched_files)} 个文件:")
for file in matched_files:
if not os.path.exists(file):
raise FileNotFoundError(f"找不到文件: {file}")
required = {"distance_m", "lateral_error_m", "heading_error_rad","yaw_command"}
if not required.issubset(reader.fieldnames or []):
raise ValueError(
f"{file} 缺少必要列,需要: {required},实际列: {reader.fieldnames}"
)
distance = []
lateral_error = []
heading_error = []
yaw_command = []
for row in reader:
try:
distance.append(float(row["distance_m"]))
lateral_error.append(abs(float(row["lateral_error_m"])))
heading_error.append(abs(float(row["heading_error_rad"])))
yaw_command.append(float(row["yaw_command"]))
except (ValueError, TypeError):
continue
with open(file, "r", encoding="utf-8-sig", newline="") as f:
reader = csv.DictReader(f)
name = os.path.splitext(os.path.basename(file))[0]
data[name] = {
"distance": distance,
"lateral_error": lateral_error,
"heading_error": heading_error,
"yaw_command": yaw_command,
}
required = {"distance_m", "lateral_error_m", "heading_error_rad","yaw_command"}
if not required.issubset(reader.fieldnames or []):
raise ValueError(
f"{file} 缺少必要列,需要: {required},实际列: {reader.fieldnames}"
)
for row in reader:
try:
distance.append(float(row["distance_m"]))
lateral_error.append(abs(float(row["lateral_error_m"])))
heading_error.append(abs(float(row["heading_error_rad"])))
yaw_command.append(float(row["yaw_command"]))
except (ValueError, TypeError):
continue
name = os.path.splitext(os.path.basename(file))[0]
data[name] = {
"distance": distance,
"lateral_error": lateral_error,
"heading_error": heading_error,
"yaw_command": yaw_command,
}
# 颜色由 matplotlib 自动分配,不手动指定
names = list(data.keys())
@ -56,21 +77,20 @@ plt.figure(figsize=(12, 6))
for name in names:
plt.plot(
data[name]["distance"],
data[name]["lateral_error"],
data[name]["distance"][::15],
data[name]["lateral_error"][::15],
label=name,
linewidth=1.5,
)
plt.xlabel("Distance (m)")
plt.ylabel("Lateral Error (m)")
plt.title("Lateral Error Comparison")
plt.grid(True, alpha=0.3)
plt.legend(["LQR", "Pure Pursuit", "Stanley"])
plt.legend()
plt.tight_layout()
lateral_output = "U_turn_lateral_error_comparison.png"
lateral_output = "X_Lateral_error_comparison.png"
plt.savefig(lateral_output, dpi=200)
plt.show()
@ -92,10 +112,10 @@ plt.xlabel("Distance (m)")
plt.ylabel("Heading Error (rad)")
plt.title("Heading Error Comparison")
plt.grid(True, alpha=0.3)
plt.legend(["LQR", "Pure Pursuit", "Stanley"])
plt.legend()
plt.tight_layout()
heading_output = "U_turn_heading_error_comparison.png"
heading_output = "X_Heading_error_comparison.png"
plt.savefig(heading_output, dpi=200)
plt.show()
@ -118,10 +138,10 @@ plt.xlabel("Distance (m)")
plt.ylabel("Yaw Command (rad)")
plt.title("Yaw Command Comparison")
plt.grid(True, alpha=0.3)
plt.legend(["LQR", "Pure Pursuit", "Stanley"])
plt.legend()
plt.tight_layout()
yaw_output = "U_turn_yaw_command_comparison.png"
yaw_output = "X_Yaw_command_comparison.png"
plt.savefig(yaw_output, dpi=200)
plt.show()
print("读取完成:")
@ -134,7 +154,7 @@ print(heading_output)
print(yaw_output)
print("\n" + "=" * 100)
print("\n" + "=" * 90)
print(
f"{'Controller':<20}"
f"{'Lat Max(m)':>12}"

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@ -1,355 +0,0 @@
#!/usr/bin/env python3
# -*- coding: utf-8 -*-
"""
读取当前目录下:
mission_center_logger.txt
mission_center_logger1.txt
mission_center_logger2.txt
...
从 [path_follow] 日志中提取:
LQR: dis=..., alpha=...
path controller, current pose point:x:..., y:..., yaw:...
绘制:
1. 横向误差 dis 随实际行驶路程变化
2. 航向误差 alpha 随实际行驶路程变化
说明:
- dis:按你日志中的 LQR dis,单位通常是 m
- alpha:按你日志中的 alpha,单位是 rad
- 路程:根据连续 current pose 的 x/y 计算累计行驶距离
- 日志中同一时刻可能重复打印多次,因此脚本会保留数据,
但累计距离对相同位置不会增加。
"""
import re
from pathlib import Path
import numpy as np
import matplotlib.pyplot as plt
# ============================================================
# 1. 日志文件
# ============================================================
LOG_PATTERN = "logs/mission_center_logger*.txt"
files = sorted(Path(".").glob(LOG_PATTERN))
if not files:
raise FileNotFoundError(
f"当前目录没有找到 {LOG_PATTERN}"
)
print("找到日志文件:")
for f in files:
print(" ", f)
# ============================================================
# 2. 正则表达式
# ============================================================
# LQR:
# [LQR: dis=0.001038186, alpha=-0.003193076, ...
lqr_pattern = re.compile(
r"\[LQR:\s*"
r"dis=([-+0-9.eE]+),\s*"
r"alpha=([-+0-9.eE]+)"
)
# current pose:
# [path controller, current pose point:x:24.68, y:1.16, yaw:0.026;
pose_pattern = re.compile(
r"current pose point:x:([-+0-9.eE]+),\s*"
r"y:([-+0-9.eE]+),\s*"
r"yaw:([-+0-9.eE]+)"
)
yaw_command_pattern = re.compile(
r"PP output angular=([-+0-9.eE]+)"
)
# ============================================================
# 3. 读取日志
# ============================================================
all_data = []
for file in files:
print(f"\n读取:{file}")
pending_lqr = None
pending_yaw = None
with file.open("r", encoding="utf-8", errors="ignore") as f:
for line in f:
# ---- LQR误差 ----
m_lqr = lqr_pattern.search(line)
if m_lqr:
dis = float(m_lqr.group(1))
alpha = float(m_lqr.group(2))
pending_lqr = {
"dis": dis,
"alpha": alpha,
}
# ---- 当前车辆位置 ----
m_pose = pose_pattern.search(line)
m_yaw = yaw_command_pattern.search(line)
if m_yaw:
pending_yaw = float(m_yaw.group(1))
if m_pose and pending_lqr is not None:
x = float(m_pose.group(1))
y = float(m_pose.group(2))
yaw = float(m_pose.group(3))
all_data.append({
"file": file.name,
"x": x,
"y": y,
"yaw": yaw,
"dis": pending_lqr["dis"],
"alpha": pending_lqr["alpha"],
"yaw_command": pending_yaw,
})
pending_lqr = None
if not all_data:
raise RuntimeError(
"没有解析到数据,请检查日志格式是否和示例一致。"
)
print(f"\n总共解析 {len(all_data)} 个数据点")
# ============================================================
# 4. 根据 x/y 计算实际行驶路程
# ============================================================
x = np.array([d["x"] for d in all_data])
y = np.array([d["y"] for d in all_data])
dis = np.array([d["dis"] for d in all_data])
alpha = np.array([d["alpha"] for d in all_data])
yaw_command = np.array([d["yaw_command"] for d in all_data])
# 连续位置之间的距离
step_distance = np.sqrt(
np.diff(x) ** 2 +
np.diff(y) ** 2
)
# 累计路程
distance = np.zeros(len(x))
if len(x) > 1:
distance[1:] = np.cumsum(step_distance)
# ============================================================
# 5. 如果希望横向误差取绝对值,可以取消下面注释
# ============================================================
# dis = np.abs(dis)
# 注意:
# 不建议默认取绝对值。
# 保留正负号可以观察车辆是在路径左侧还是右侧。
# ============================================================
# 6. 输出基本统计信息
# ============================================================
print("\n========== 误差统计 ==========")
print(
f"总行驶距离 : {distance[-1]:.3f} m"
)
print(
f"横向误差最大值 : {np.max(dis):.6f} m"
)
print(
f"横向误差最小值 : {np.min(dis):.6f} m"
)
print(
f"横向误差绝对最大: {np.max(np.abs(dis)):.6f} m"
)
print(
f"横向误差 RMS : {np.sqrt(np.mean(dis ** 2)):.6f} m"
)
print(
f"航向误差最大值 : {np.max(alpha):.6f} rad "
f"({np.degrees(np.max(alpha)):.3f} deg)"
)
print(
f"航向误差最小值 : {np.min(alpha):.6f} rad "
f"({np.degrees(np.min(alpha)):.3f} deg)"
)
print(
f"航向误差绝对最大: {np.max(np.abs(alpha)):.6f} rad "
f"({np.degrees(np.max(np.abs(alpha))):.3f} deg)"
)
print(
f"航向误差 RMS : {np.sqrt(np.mean(alpha ** 2)):.6f} rad "
f"({np.degrees(np.sqrt(np.mean(alpha ** 2))):.3f} deg)"
)
# ============================================================
# 7. 转换航向误差为角度
# ============================================================
alpha_deg = np.degrees(alpha)
# ============================================================
# 8. 图1:横向误差
# ============================================================
plt.figure(figsize=(12, 5))
plt.plot(
distance,
dis,
linewidth=2.0
)
plt.axhline(
0.0,
linestyle="--",
linewidth=0.8
)
plt.xlabel("Travel Distance (m)")
plt.ylabel("Lateral Error dis (m)")
plt.title("Lateral Error vs Travel Distance")
plt.grid(True, alpha=0.3)
plt.tight_layout()
plt.savefig(
"lateral_error_vs_distance.png",
dpi=200
)
plt.show()
# ============================================================
# 9. 图2:航向误差
# ============================================================
plt.figure(figsize=(12, 5))
plt.plot(
distance,
alpha_deg,
linewidth=2.0
)
plt.axhline(
0.0,
linestyle="--",
linewidth=0.8
)
plt.xlabel("Travel Distance (m)")
plt.ylabel("Heading Error alpha (deg)")
plt.title("Heading Error vs Travel Distance")
plt.grid(True, alpha=0.3)
plt.tight_layout()
plt.savefig(
"heading_error_vs_distance.png",
dpi=200
)
plt.show()
# ============================================================
# 13. 航向误差 rad
# ============================================================
plt.figure(
figsize=(12, 5)
)
plt.plot(
distance,
yaw_command,
linewidth=1.2
)
plt.axhline(
0.0,
linestyle="--",
linewidth=0.8
)
plt.xlabel(
"Distance (m)"
)
plt.ylabel(
"Yaw Command (rad)"
)
plt.title(
"Recalculated Yaw Command"
)
plt.grid(True)
plt.tight_layout()
plt.show()
# ============================================================
# 10. 同时保存 CSV,方便后续 MATLAB / Excel 分析
# ============================================================
output = np.column_stack(
(
distance,
x,
y,
dis,
alpha,
alpha_deg,
yaw_command,
)
)
np.savetxt(
"path_tracking_error.csv",
output,
delimiter=",",
header="distance_m,x_m,y_m,lateral_error_m,heading_error_rad,heading_error_deg,yaw_command",
comments="",
fmt="%.8f"
)
print("\n输出文件:")
print(" lateral_error_vs_distance.png")
print(" heading_error_vs_distance.png")
print(" path_tracking_error.csv")

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@ -0,0 +1,923 @@
distance_m,current_x_m,current_y_m,lateral_error_m,heading_error_rad,heading_error_deg,yaw_command
0.00000000,0.00000000,0.00000000,0.00000000,0.00000777,0.00044540,0.00001562
0.00000000,0.00000000,0.00000000,0.00000000,0.00000777,0.00044540,0.00001562
0.00000000,0.00040876,0.00189316,-0.00189316,0.00001089,0.00062371,-0.00372659
0.00000000,0.00040876,0.00189316,-0.00189316,0.00001089,0.00062371,-0.00372659
0.00000000,0.00040876,0.00189316,-0.00189316,0.00001089,0.00062371,-0.00372659
0.00000000,0.00434336,0.00273577,-0.00273582,0.00001199,0.00068720,-0.00539272
0.00000000,0.00434336,0.00273577,-0.00273582,0.00001199,0.00068720,-0.00539272
0.00000000,0.01825690,0.00331407,-0.00331429,0.00001238,0.00070915,-0.00653699
0.00000000,0.01825690,0.00331407,-0.00331429,0.00001238,0.00070915,-0.00653699
0.00000000,0.01825690,0.00331407,-0.00331429,0.00001238,0.00070915,-0.00653699
0.00000000,0.04220500,0.00389884,-0.00389936,0.00001250,0.00071617,-0.00769459
0.00000000,0.04220500,0.00389884,-0.00389936,0.00001250,0.00071617,-0.00769459
0.00000000,0.07620478,0.00460014,-0.00460109,0.00001252,0.00071734,-0.00908313
0.00000000,0.07620478,0.00460014,-0.00460109,0.00001252,0.00071734,-0.00908313
0.00000000,0.07620478,0.00460014,-0.00460109,0.00001252,0.00071734,-0.00908313
0.19371847,0.12026528,0.00546277,-0.00546180,0.00001252,0.00071743,-0.01079102
0.19371847,0.12026528,0.00546277,-0.00546180,0.00001252,0.00071743,-0.01079102
0.19371847,0.12026528,0.00546277,-0.00546180,0.00001252,0.00071743,-0.01079102
0.19371847,0.17439076,0.00650497,-0.00650467,0.00001255,0.00071882,-0.01285453
0.19371847,0.17439076,0.00650497,-0.00650467,0.00001255,0.00071882,-0.01285453
0.19371847,0.23858285,0.00773414,-0.00773465,0.00001261,0.00072263,-0.01528815
0.19371847,0.23858285,0.00773414,-0.00773465,0.00001261,0.00072263,-0.01528815
0.19371847,0.23858285,0.00773414,-0.00773465,0.00001261,0.00072263,-0.01528815
0.38743695,0.31231190,0.00900941,-0.00899935,0.00013250,0.00759168,-0.01757225
0.38743695,0.31231190,0.00900941,-0.00899935,0.00013250,0.00759168,-0.01757225
0.38743695,0.38826441,0.00986294,-0.00986336,0.00064879,0.03717283,-0.01822504
0.38743695,0.38826441,0.00986294,-0.00986336,0.00064879,0.03717283,-0.01822504
0.38743695,0.38826441,0.00986294,-0.00986336,0.00064879,0.03717283,-0.01822504
0.38743695,0.46418652,0.01061130,-0.01070499,0.00122214,0.07002355,-0.01855497
0.38743695,0.46418652,0.01061130,-0.01070499,0.00122214,0.07002355,-0.01855497
0.58115542,0.54009715,0.01126934,-0.01119380,0.00183552,0.10516770,-0.01862555
0.58115542,0.54009715,0.01126934,-0.01119380,0.00183552,0.10516770,-0.01862555
0.58115542,0.54009715,0.01126934,-0.01119380,0.00183552,0.10516770,-0.01862555
0.58115542,0.61599213,0.01186707,-0.01195259,0.00246072,0.14098913,-0.01855305
0.58115542,0.61599213,0.01186707,-0.01195259,0.00246072,0.14098913,-0.01855305
0.58115542,0.61599213,0.01186707,-0.01195259,0.00246072,0.14098913,-0.01855305
0.77487390,0.69186015,0.01241582,-0.01215927,0.00308717,0.17688157,-0.01838100
0.77487390,0.69186015,0.01241582,-0.01215927,0.00308717,0.17688157,-0.01838100
0.77487390,0.76772778,0.01292068,-0.01289384,0.00371263,0.21271818,-0.01812410
0.77487390,0.76772778,0.01292068,-0.01289384,0.00371263,0.21271818,-0.01812410
0.77487390,0.76772778,0.01292068,-0.01289384,0.00371263,0.21271818,-0.01812410
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25.83868413,-3.52151755,9.21319210,-0.01778703,0.01342197,0.76902217,-0.00955693
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25.83868413,-3.52155921,9.28872528,-0.01885139,0.01376017,0.78839941,-0.00896000
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26.03786858,-3.52161211,9.50909370,-0.01923981,0.01468499,0.84138802,0.00000000
26.03786858,-3.52153683,9.56837078,-0.02006748,0.01498909,0.85881183,0.00000000
26.03786858,-3.52153683,9.56837078,-0.02006748,0.01498909,0.85881183,0.00000000
26.03786858,-3.52140215,9.61761260,-0.02071830,0.01529296,0.87622199,0.00000000
26.03786858,-3.52140215,9.61761260,-0.02071830,0.01529296,0.87622199,0.00000000
26.03786858,-3.52140215,9.61761260,-0.02071830,0.01529296,0.87622199,0.00000000
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26.03786858,-3.52097697,9.68601657,-0.02147536,0.01589950,0.91097399,0.00000000
26.03786858,-3.52097697,9.68601657,-0.02147536,0.01589950,0.91097399,0.00000000
26.03786858,-3.52069898,9.70518549,-0.02157590,0.01620217,0.92831584,0.00000000
26.03786858,-3.52069898,9.70518549,-0.02157590,0.01620217,0.92831584,0.00000000
26.03786858,-3.52038555,9.71433425,-0.02148709,0.01650424,0.94562354,0.00000000
26.03786858,-3.52038555,9.71433425,-0.02148709,0.01650424,0.94562354,0.00000000
26.03786858,-3.52038555,9.71433425,-0.02148709,0.01650424,0.94562354,0.00000000
26.03786858,-3.52021554,9.71512122,-0.02136839,0.01665528,0.95427739,0.00000000
26.03786858,-3.52021554,9.71512122,-0.02136839,0.01665528,0.95427739,0.00000000
26.03786858,-3.52021554,9.71512122,-0.02136839,0.01665528,0.95427739,0.00000000
26.03786858,-3.52021482,9.71508470,-0.02136706,0.01665528,0.95427739,0.00000000
26.03786858,-3.52021482,9.71508470,-0.02136706,0.01665528,0.95427739,0.00000000
26.03786858,-3.52021456,9.71506980,-0.02136655,0.01665528,0.95427739,0.00000000
26.03786858,-3.52021456,9.71506980,-0.02136655,0.01665528,0.95427739,0.00000000
26.03786858,-3.52021456,9.71506980,-0.02136655,0.01665528,0.95427739,0.00000000
26.03786858,-3.52021449,9.71506371,-0.02136638,0.01665528,0.95427739,0.00000000
26.03786858,-3.52021449,9.71506371,-0.02136638,0.01665528,0.95427739,0.00000000
26.03786858,-3.52021449,9.71506119,-0.02136634,0.01665528,0.95427739,0.00000000
26.03786858,-3.52021449,9.71506119,-0.02136634,0.01665528,0.95427739,0.00000000
26.03786858,-3.52021449,9.71506119,-0.02136634,0.01665528,0.95427739,0.00000000
26.03786858,-3.52021452,9.71506013,-0.02136635,0.01665528,0.95427739,0.00000000
26.03786858,-3.52021452,9.71506013,-0.02136635,0.01665528,0.95427739,0.00000000
26.03786858,-3.52021452,9.71506013,-0.02136635,0.01665528,0.95427739,0.00000000
26.03786858,-3.52021456,9.71505966,-0.02136639,0.01665528,0.95427739,0.00000000
26.03786858,-3.52021456,9.71505966,-0.02136639,0.01665528,0.95427739,0.00000000
26.03786858,-3.52021462,9.71505942,-0.02136640,0.01665516,0.95427056,0.00000000
1 distance_m current_x_m current_y_m lateral_error_m heading_error_rad heading_error_deg yaw_command
2 0.00000000 0.00000000 0.00000000 0.00000000 0.00000777 0.00044540 0.00001562
3 0.00000000 0.00000000 0.00000000 0.00000000 0.00000777 0.00044540 0.00001562
4 0.00000000 0.00040876 0.00189316 -0.00189316 0.00001089 0.00062371 -0.00372659
5 0.00000000 0.00040876 0.00189316 -0.00189316 0.00001089 0.00062371 -0.00372659
6 0.00000000 0.00040876 0.00189316 -0.00189316 0.00001089 0.00062371 -0.00372659
7 0.00000000 0.00434336 0.00273577 -0.00273582 0.00001199 0.00068720 -0.00539272
8 0.00000000 0.00434336 0.00273577 -0.00273582 0.00001199 0.00068720 -0.00539272
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75 1.74346627 1.75369789 0.01694750 -0.01705601 0.01074851 0.61584401 -0.01196208
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80 1.93718474 1.90529999 0.01733959 -0.01697006 0.01153680 0.66101007 -0.01115469
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91 2.13090322 2.20864673 0.01790892 -0.01892085 0.01304384 0.74735684 -0.00925433
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102 2.51834017 2.51202082 0.01834167 -0.01824875 0.01429770 0.81919784 -0.00759203
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108 2.71205864 2.73956017 0.01860427 -0.01901627 0.01508603 0.86436588 -0.00652817
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110 2.71205864 2.73956017 0.01860427 -0.01901627 0.01508603 0.86436588 -0.00652817
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127 3.29321406 3.27072781 0.01890172 -0.01852740 0.01649211 0.94492839 -0.00429207
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523 15.19432454 1.48663856 2.96910137 -0.01918708 0.01950065 1.11730468 0.00221601
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784 23.05010172 -3.52841316 6.48185026 -0.02482004 -0.05724136 -3.27968858 -0.16516626
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798 23.44847064 -3.52429841 6.86219005 -0.02152099 -0.03171484 -1.81712651 -0.10573826
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810 23.84683955 -3.52216860 7.24214904 -0.01952187 -0.01527218 -0.87503169 -0.06848930
811 23.84683955 -3.52216860 7.24214904 -0.01952187 -0.01527218 -0.87503169 -0.06848930
812 23.84683955 -3.52190358 7.31808920 -0.01821991 -0.01272099 -0.72885881 -0.06283938
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815 24.04602401 -3.52172600 7.39402696 -0.01943591 -0.01040260 -0.59602529 -0.05783043
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819 24.04602401 -3.52153337 7.46995892 -0.01845497 -0.00822560 -0.47129238 -0.05307558
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824 24.24520847 -3.52134674 7.62179948 -0.01848220 -0.00446348 -0.25573844 -0.04514833
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831 24.44439292 -3.52115364 7.84952453 -0.01807648 0.00021751 0.01246260 -0.03536234
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839 24.64357738 -3.52117278 8.07721671 -0.01813899 0.00385197 0.22070141 -0.02809900
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844 24.84276184 -3.52116684 8.22898182 -0.01787591 0.00585266 0.33533247 -0.02406811
845 24.84276184 -3.52116864 8.30485878 -0.01835563 0.00672980 0.38558901 -0.02230955
846 24.84276184 -3.52116864 8.30485878 -0.01835563 0.00672980 0.38558901 -0.02230955
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848 25.04194630 -3.52117767 8.38073425 -0.01746607 0.00754197 0.43212309 -0.02069596
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852 25.04194630 -3.52119588 8.45661018 -0.01804986 0.00829299 0.47515328 -0.01922327
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857 25.24113075 -3.52126375 8.60835598 -0.01764953 0.00962205 0.55130306 -0.01668778
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861 25.24113075 -3.52131061 8.76010027 -0.01926865 0.01079829 0.61869653 -0.01441759
862 25.24113075 -3.52131061 8.76010027 -0.01926865 0.01079829 0.61869653 -0.01441759
863 25.44031521 -3.52132302 8.83560458 -0.01793106 0.01131232 0.64814831 -0.01340962
864 25.44031521 -3.52132302 8.83560458 -0.01793106 0.01131232 0.64814831 -0.01340962
865 25.44031521 -3.52132302 8.83560458 -0.01793106 0.01131232 0.64814831 -0.01340962
866 25.44031521 -3.52137065 8.91108275 -0.01885497 0.01178868 0.67544174 -0.01254696
867 25.44031521 -3.52137065 8.91108275 -0.01885497 0.01178868 0.67544174 -0.01254696
868 25.44031521 -3.52137065 8.91108275 -0.01885497 0.01178868 0.67544174 -0.01254696
869 25.63949967 -3.52140886 8.98658718 -0.01740076 0.01223941 0.70126669 -0.01171726
870 25.63949967 -3.52140886 8.98658718 -0.01740076 0.01223941 0.70126669 -0.01171726
871 25.63949967 -3.52144460 9.06211365 -0.01836045 0.01266153 0.72545239 -0.01094002
872 25.63949967 -3.52144460 9.06211365 -0.01836045 0.01266153 0.72545239 -0.01094002
873 25.63949967 -3.52144460 9.06211365 -0.01836045 0.01266153 0.72545239 -0.01094002
874 25.63949967 -3.52148073 9.13765354 -0.01938234 0.01305516 0.74800567 -0.01022079
875 25.63949967 -3.52148073 9.13765354 -0.01938234 0.01305516 0.74800567 -0.01022079
876 25.83868413 -3.52151755 9.21319210 -0.01778703 0.01342197 0.76902217 -0.00955693
877 25.83868413 -3.52151755 9.21319210 -0.01778703 0.01342197 0.76902217 -0.00955693
878 25.83868413 -3.52151755 9.21319210 -0.01778703 0.01342197 0.76902217 -0.00955693
879 25.83868413 -3.52155921 9.28872528 -0.01885139 0.01376017 0.78839941 -0.00896000
880 25.83868413 -3.52155921 9.28872528 -0.01885139 0.01376017 0.78839941 -0.00896000
881 25.83868413 -3.52155921 9.28872528 -0.01885139 0.01376017 0.78839941 -0.00896000
882 26.03786858 -3.52159516 9.36425299 -0.01715470 0.01408108 0.80678628 0.00000000
883 26.03786858 -3.52159516 9.36425299 -0.01715470 0.01408108 0.80678628 0.00000000
884 26.03786858 -3.52162875 9.43977518 -0.01824513 0.01438280 0.82407349 0.00000000
885 26.03786858 -3.52162875 9.43977518 -0.01824513 0.01438280 0.82407349 0.00000000
886 26.03786858 -3.52162875 9.43977518 -0.01824513 0.01438280 0.82407349 0.00000000
887 26.03786858 -3.52161211 9.50909370 -0.01923981 0.01468499 0.84138802 0.00000000
888 26.03786858 -3.52161211 9.50909370 -0.01923981 0.01468499 0.84138802 0.00000000
889 26.03786858 -3.52161211 9.50909370 -0.01923981 0.01468499 0.84138802 0.00000000
890 26.03786858 -3.52153683 9.56837078 -0.02006748 0.01498909 0.85881183 0.00000000
891 26.03786858 -3.52153683 9.56837078 -0.02006748 0.01498909 0.85881183 0.00000000
892 26.03786858 -3.52140215 9.61761260 -0.02071830 0.01529296 0.87622199 0.00000000
893 26.03786858 -3.52140215 9.61761260 -0.02071830 0.01529296 0.87622199 0.00000000
894 26.03786858 -3.52140215 9.61761260 -0.02071830 0.01529296 0.87622199 0.00000000
895 26.03786858 -3.52121341 9.65682636 -0.02118852 0.01559647 0.89361165 0.00000000
896 26.03786858 -3.52121341 9.65682636 -0.02118852 0.01559647 0.89361165 0.00000000
897 26.03786858 -3.52097697 9.68601657 -0.02147536 0.01589950 0.91097399 0.00000000
898 26.03786858 -3.52097697 9.68601657 -0.02147536 0.01589950 0.91097399 0.00000000
899 26.03786858 -3.52097697 9.68601657 -0.02147536 0.01589950 0.91097399 0.00000000
900 26.03786858 -3.52069898 9.70518549 -0.02157590 0.01620217 0.92831584 0.00000000
901 26.03786858 -3.52069898 9.70518549 -0.02157590 0.01620217 0.92831584 0.00000000
902 26.03786858 -3.52038555 9.71433425 -0.02148709 0.01650424 0.94562354 0.00000000
903 26.03786858 -3.52038555 9.71433425 -0.02148709 0.01650424 0.94562354 0.00000000
904 26.03786858 -3.52038555 9.71433425 -0.02148709 0.01650424 0.94562354 0.00000000
905 26.03786858 -3.52021554 9.71512122 -0.02136839 0.01665528 0.95427739 0.00000000
906 26.03786858 -3.52021554 9.71512122 -0.02136839 0.01665528 0.95427739 0.00000000
907 26.03786858 -3.52021554 9.71512122 -0.02136839 0.01665528 0.95427739 0.00000000
908 26.03786858 -3.52021482 9.71508470 -0.02136706 0.01665528 0.95427739 0.00000000
909 26.03786858 -3.52021482 9.71508470 -0.02136706 0.01665528 0.95427739 0.00000000
910 26.03786858 -3.52021456 9.71506980 -0.02136655 0.01665528 0.95427739 0.00000000
911 26.03786858 -3.52021456 9.71506980 -0.02136655 0.01665528 0.95427739 0.00000000
912 26.03786858 -3.52021456 9.71506980 -0.02136655 0.01665528 0.95427739 0.00000000
913 26.03786858 -3.52021449 9.71506371 -0.02136638 0.01665528 0.95427739 0.00000000
914 26.03786858 -3.52021449 9.71506371 -0.02136638 0.01665528 0.95427739 0.00000000
915 26.03786858 -3.52021449 9.71506119 -0.02136634 0.01665528 0.95427739 0.00000000
916 26.03786858 -3.52021449 9.71506119 -0.02136634 0.01665528 0.95427739 0.00000000
917 26.03786858 -3.52021449 9.71506119 -0.02136634 0.01665528 0.95427739 0.00000000
918 26.03786858 -3.52021452 9.71506013 -0.02136635 0.01665528 0.95427739 0.00000000
919 26.03786858 -3.52021452 9.71506013 -0.02136635 0.01665528 0.95427739 0.00000000
920 26.03786858 -3.52021452 9.71506013 -0.02136635 0.01665528 0.95427739 0.00000000
921 26.03786858 -3.52021456 9.71505966 -0.02136639 0.01665528 0.95427739 0.00000000
922 26.03786858 -3.52021456 9.71505966 -0.02136639 0.01665528 0.95427739 0.00000000
923 26.03786858 -3.52021462 9.71505942 -0.02136640 0.01665516 0.95427056 0.00000000

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path_generate_json.py Normal file
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import json
import math
import matplotlib.pyplot as plt
# ============================================================
# 参数配置
# ============================================================
# 起点:采用你提供的第一个路径点
START_LAT = 30.80062100422322
START_LON = 121.21541599992909
TURN_RADIUS = 1.0
MISSION_SPEED = 0.64
ARC_SPACING = 0.3
# stanley para
K_YAW = 2.0
K_LAT = 4.0
# lqr para
Q_e = 100
Q_h = 5
R_u = 25
# 地球半径(m)
EARTH_RADIUS = 6378137.0
#
first_line_length = 6.0
first_arc_rad = math.pi # 180° 半圆
second_line_length = 8.0
second_arc_rad = math.pi / 2 # 90° 四分之一圆
third_line_length = 5.0
# ============================================================
# 工具函数
# ============================================================
def normalize_yaw(yaw):
"""将 yaw 归一化到 [-pi, pi]。"""
return math.atan2(math.sin(yaw), math.cos(yaw))
def local_to_latlon(x, y):
"""
局部 ENU 坐标转经纬度。
x: East,向东为正,单位 m
y: North,向北为正,单位 m
"""
lat0 = math.radians(START_LAT)
lat = START_LAT + math.degrees(y / EARTH_RADIUS)
lon = START_LON + math.degrees(
x / (EARTH_RADIUS * math.cos(lat0))
)
return lat, lon
def add_point(points, x, y, yaw):
"""添加一个 [latitude, longitude, yaw] 路径点。"""
lat, lon = local_to_latlon(x, y)
points.append([
round(lat, 12),
round(lon, 12),
round(normalize_yaw(yaw), 9)
])
def add_arc(points, cx, cy, radius,
start_angle, sweep_angle, spacing):
"""
添加圆弧采样点,不重复添加圆弧起点。
yaw 为圆弧的切线方向,单位 rad。
"""
arc_length = abs(radius * sweep_angle)
num_segments = max(1, math.ceil(arc_length / spacing))
for i in range(1, num_segments + 1):
ratio = i / num_segments
angle = start_angle + sweep_angle * ratio
x = cx + radius * math.cos(angle)
y = cy + radius * math.sin(angle)
# CCW 左转时,切线方向 = 圆心角 + pi/2
yaw = angle + (
math.pi / 2 if sweep_angle > 0
else -math.pi / 2
)
add_point(points, x, y, yaw)
coordinates = []
# 1. 第一段直线:长度 6 m
# 起点 (0, 0),终点 (6, 0)
add_point(coordinates, 0, 0, 0.0)
add_point(coordinates, first_line_length, 0, 0.0)
# 第一段圆弧起始索引
first_turn_index = len(coordinates) - 1
# 2. 第一段半圆:R=1,逆时针 180°
# 圆心 (6, 1),从 -90° 转到 90°
add_arc(
coordinates,
cx=first_line_length,
cy=TURN_RADIUS,
radius=TURN_RADIUS,
start_angle=-math.pi / 2,
sweep_angle= first_arc_rad,
spacing=ARC_SPACING
)
# 3. 第二段直线:长度 8 m
# 半圆终点 (6, 2),直线终点 (-2, 2)
second_line_end_x = first_line_length - second_line_length
second_line_end_y = 2 * TURN_RADIUS
add_point(
coordinates,
second_line_end_x,
second_line_end_y,
math.pi
)
# 第二段圆弧起始索引
second_turn_index = len(coordinates) - 1
# 4. 第二段四分之一圆:顺时针 90°
# 与第一段圆弧方向相反
second_arc_cx = second_line_end_x
second_arc_cy = second_line_end_y + TURN_RADIUS
add_arc(
coordinates,
cx=second_arc_cx,
cy=second_arc_cy,
radius=TURN_RADIUS,
start_angle=-math.pi / 2,
sweep_angle=-second_arc_rad,
spacing=ARC_SPACING
)
# 5. 最后一段直线:长度 5 m
third_line_start_x = second_arc_cx
third_line_start_y = second_arc_cy
add_point(
coordinates,
third_line_start_x - TURN_RADIUS,
third_line_start_y + third_line_length,
math.pi / 2
)
# ============================================================
# 构造符合现有项目的 GeoJSON
# ============================================================
path_json = {
"type": "FeatureCollection",
"properties": {
"turnRadius": TURN_RADIUS,
"misionSpeed": MISSION_SPEED,
"k_yaw": K_YAW,
"k_lat": K_LAT,
"lqr_Q_e": Q_e,
"lqr_Q_h": Q_h,
"lqr_R_u": R_u
},
"features": [
{
"type": "Feature",
"properties": {
"turnInds": [
first_turn_index,
second_turn_index
],
"mission": [],
},
"geometry": {
"type": "LineString",
"coordinates": coordinates
}
}
]
}
# ============================================================
# 保存文件
# ============================================================
output_file = "test_path.json"
with open(output_file, "w", encoding="utf-8") as f:
json.dump(
path_json,
f,
ensure_ascii=False,
indent=2
)
print(f"JSON 文件已生成: {output_file}")
print(f"路径点数量: {len(coordinates)}")
print(f"turnInds: {path_json['features'][0]['properties']['turnInds']}")
print(f"起点: {coordinates[0]}")
print(f"终点: {coordinates[-1]}")
fig, ax = plt.subplots(figsize=(10, 6))
ax.plot([p[0] for p in coordinates], [p[1] for p in coordinates], "-o", markersize=3, label="Path")
ax.set_xlabel("X (m)")
ax.set_ylabel("Y (m)")
ax.axis("equal")
ax.grid(True)
ax.legend()
plt.tight_layout()
plt.show()

6011
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rviz2.jpg

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@ -22,6 +22,13 @@
#include <tf2_ros/transform_broadcaster.h>
#include <tf2/LinearMath/Quaternion.h>
#include <std_msgs/msg/int32.hpp>
#include <Eigen/Dense>
#include <spdlog/spdlog.h>
#include <spdlog/sinks/stdout_color_sinks.h>
#include <spdlog/sinks/rotating_file_sink.h>
#include <spdlog/sinks/basic_file_sink.h>
class PathVisualizer : public rclcpp::Node
{
@ -38,6 +45,8 @@ private:
double w);
double normalize_angle(double angle);
bool downloadPathJson(const std::string &url,std::string &json_data);
bool downloadPathJson(const std::string &file_path,std::string &json_data,
bool is_local_file);
bool loadPathFromJson(const std::string &json_data);
double gps_to_x(double lat,double lon);
@ -56,7 +65,9 @@ private:
void interpolatePoints(double max_interval_distance);
void publishLocalPose();
void publishOdomPath();
void computePathCurvature();
// lqr
Eigen::MatrixXd lqr(const Eigen::MatrixXd &A, const Eigen::MatrixXd &B, const Eigen::MatrixXd &Q, const Eigen::MatrixXd &R);
private:
// topic pub
rclcpp::Publisher<geometry_msgs::msg::Twist>::SharedPtr cmd_pub_;
@ -84,6 +95,7 @@ private:
std::vector<double> path_x_;
std::vector<double> path_y_;
std::vector<double> path_yaw_;
std::vector<double> path_kappa_;
// odom history pose
std::vector<double> history_x_;
std::vector<double> history_y_;
@ -100,8 +112,8 @@ private:
bool has_pose_;
// contorl paramss
double max_speed_ = 0.8;
double max_yaw_rate_ = 2.0;
double lookahead_distance_ =0.6;
double max_yaw_rate_ = 5.0;
double lookahead_distance_ =0.4;
double max_interval_distance_ = 0.2;
double origin_lat_;
double origin_lon_;
@ -110,13 +122,27 @@ private:
int forward_index_limit_=100;
int path_track_index_ = -1;
// stanley parametres
double k_yaw_ = 1.0;
double k_lat_ = 1.0;
//lqr parametres
double Q_e = 1.0;
double Q_h = 1.0;
double R_u = 1.0;
bool kappa_cal_ = false;
bool origin_set_= false;
bool path_transed = false;
std::string file_path_;
std::string file_name_;
std::string path_url_ ;
std::string json_data_;
std::unique_ptr<GeodeticConverter> geodetic_converter_;
// logger
std::shared_ptr<spdlog::logger> logger_;
};
#endif

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@ -1,5 +1,7 @@
#include "sweet_webots_robot/PathVisualizer.hpp"
PathVisualizer::PathVisualizer(const std::string& file_name):
Node("path_visualizer"),
target_index_(0),
@ -7,6 +9,7 @@ has_pose_(false)
{
file_name_ = file_name;
path_url_ = "https://test.sweetai.cn:4433/load/locationCmdPath/" + file_name_;
file_path_ = "/home/sweetai/auto_drive_misson_center_webots_simulation/test_path.json";
RCLCPP_INFO(this->get_logger(),"PathVisualizer started");
// pub
cmd_pub_ = this->create_publisher<geometry_msgs::msg::Twist>("/twist_cmd_vel",10);
@ -39,8 +42,35 @@ has_pose_(false)
// urdf pose
tf_broadcaster_ = std::make_unique<tf2_ros::TransformBroadcaster>(*this);
// path get
downloadPathJson(path_url_,json_data_);
downloadPathJson(file_path_,json_data_,true);
loadPathFromJson(json_data_);
// logger初始化
auto console_sink =
std::make_shared<spdlog::sinks::stdout_color_sink_mt>();
// 每次启动时清空原文件
auto file_sink =
std::make_shared<spdlog::sinks::basic_file_sink_mt>(
"./path_visualizer.log",
true // truncate:清空原文件
);
std::vector<spdlog::sink_ptr> sinks{
console_sink,
file_sink
};
logger_ = std::make_shared<spdlog::logger>(
"path_visualizer",
sinks.begin(),
sinks.end()
);
logger_->set_level(spdlog::level::debug);
logger_->info("PathVisualizer started");
}
@ -122,6 +152,60 @@ void PathVisualizer::transformPathToVehicleStart(double vehicle_initial_yaw)
}
}
#include <fstream>
#include <sstream>
#include <string>
bool PathVisualizer::downloadPathJson(const std::string &file_path,
std::string &json_data,
bool is_local_file)
{
json_data.clear();
// 打开本地 JSON 文件
std::ifstream file(file_path);
if (!file.is_open())
{
RCLCPP_ERROR(
this->get_logger(),
"Failed to open JSON file: %s",
file_path.c_str());
return false;
}
// 读取文件全部内容
std::stringstream buffer;
buffer << file.rdbuf();
if (file.bad())
{
RCLCPP_ERROR(
this->get_logger(),
"Failed to read JSON file: %s",
file_path.c_str());
return false;
}
json_data = buffer.str();
if (json_data.empty())
{
RCLCPP_ERROR(
this->get_logger(),
"JSON file is empty: %s",
file_path.c_str());
return false;
}
RCLCPP_INFO(
this->get_logger(),
"Path JSON loaded successfully, size = %zu, path = %s",
json_data.size(),
file_path.c_str());
return true;
}
bool PathVisualizer::downloadPathJson(const std::string &url,
std::string &json_data)
{
@ -171,6 +255,19 @@ bool PathVisualizer::loadPathFromJson(
{
// 解析 JSON
json data =json::parse(json_data);
// 检查 properties
if (!data.contains("properties") ||
!data["properties"].is_object())
{
RCLCPP_ERROR(this->get_logger(),"JSON does not contain valid properties");
return false;
}
max_speed_ = data["properties"]["misionSpeed"].get<double>();
k_yaw_ = data["properties"]["k_yaw"].get<double>();
k_lat_ = data["properties"]["k_lat"].get<double>();
Q_e = data["properties"]["lqr_Q_e"].get<double>();
Q_h = data["properties"]["lqr_Q_h"].get<double>();
R_u = data["properties"]["lqr_R_u"].get<double>();
// 检查 features
if (!data.contains("features") ||
!data["features"].is_array() ||
@ -502,6 +599,38 @@ void PathVisualizer::publishPathRviz()
origin_path_pub_->publish(origin_path);
}
void PathVisualizer::computePathCurvature()
{
if (path_x_.size() < 3) {
return;
}
path_kappa_.resize(path_x_.size());
for (size_t i = 1; i < path_x_.size() - 1; ++i)
{
int p_prev = i - 1;
int p_curr = i;
int p_next = i + 1;
double ds1 = std::hypot(path_x_[p_curr] - path_x_[p_prev],path_y_[p_curr] - path_y_[p_prev]);
double ds2 = std::hypot(path_x_[p_next] - path_x_[p_curr],path_y_[p_next] - path_y_[p_curr]);
double ds = 0.5 * (ds1 + ds2);
if (ds < 1e-6) {
path_kappa_[i] = 0.0;
continue;
}
double dyaw = path_yaw_[p_next] - path_yaw_[p_prev];
while (dyaw > M_PI)
dyaw -= 2.0 * M_PI;
while (dyaw < -M_PI)
dyaw += 2.0 * M_PI;
path_kappa_[i] = dyaw / (ds1 + ds2);
logger_->debug("path ind:{}, kappa:{}", i, path_kappa_[i]);
}
// 首尾点处理
path_kappa_[0] = path_kappa_[1];
path_kappa_[path_kappa_.size() - 1] = path_kappa_[path_kappa_.size() - 2];
}
void PathVisualizer::publishHistoryPathRviz(){
history_x_.push_back(x_);
history_y_.push_back(y_);
@ -592,7 +721,22 @@ void PathVisualizer::localozation_callback(const geometry_msgs::msg::PoseWithCov
publishOdomPath();
}
}
Eigen::MatrixXd PathVisualizer::lqr(const Eigen::MatrixXd &A, const Eigen::MatrixXd &B, const Eigen::MatrixXd &Q, const Eigen::MatrixXd &R)
{
Eigen::MatrixXd P = Q; // 初始化P为Q
Eigen::MatrixXd P_prev = Eigen::MatrixXd::Zero(A.rows(), A.cols());
for (int i = 0; i < 1000; ++i)
{
P_prev = P;
P = Q + A.transpose() * P * A - A.transpose() * P * B * (R + B.transpose() * P * B).inverse() * B.transpose() * P * A;
if ((P - P_prev).norm() < 1e-6)
break; // 收敛条件
}
// LQR增益矩阵K
Eigen::MatrixXd K = (R + B.transpose() * P * B).inverse() * B.transpose() * P * A;
return K;
};
void PathVisualizer::control(){
if(!has_pose_)
{
@ -601,15 +745,22 @@ void PathVisualizer::control(){
"control has not pose.");
return;
}
double speed=max_speed_;
publishVehicleInfoRviz();
publishLocalPose();
if(!kappa_cal_){
kappa_cal_=true;
computePathCurvature();
}
target_index_= findClosestPoint(forward_index_limit_);
int current_index = target_index_;
int target =findLookAheadPoint();
double target_x =path_x_[target];
double target_y =path_y_[target];
double target_yaw =path_yaw_[target];
double target_kappa =path_kappa_[target];
/*世界坐标转换到车辆坐标系*/
double dx =target_x-x_;
@ -617,15 +768,65 @@ void PathVisualizer::control(){
double local_x =cos(yaw_)*dx+sin(yaw_)*dy;
double local_y =-sin(yaw_)*dx+cos(yaw_)*dy;
/*Pure Pursuit*/
double Ld =sqrt(local_x*local_x+local_y*local_y);
double curvature =2.0*local_y/(Ld*Ld);
double target_angle = std::atan2(dy, dx);
double alpha = target_angle - yaw_;
while (alpha > M_PI) alpha -= 2 * M_PI;
while (alpha < -M_PI) alpha += 2 * M_PI;
geometry_msgs::msg::Twist cmd;
double speed=max_speed_;
cmd.linear.x =speed;
cmd.angular.z =speed*curvature;
/*Pure Pursuit*/
// double Ld =sqrt(local_x*local_x+local_y*local_y);
// double w_cmd =2.0*speed*sin(alpha)/(Ld);
/*Stanley*/
double curent_path_x = path_x_[current_index];
double curent_path_y = path_y_[current_index];
double current_path_yaw =path_yaw_[current_index];
double current_path_kappa = path_kappa_[current_index];
alpha = current_path_yaw - yaw_;
while (alpha > M_PI) alpha -= 2 * M_PI;
while (alpha < -M_PI) alpha += 2 * M_PI;
double dx_path = x_ - curent_path_x;
double dy_path = y_ - curent_path_y;
double error_lat = -dx_path * sin(current_path_yaw) + dy_path * cos(current_path_yaw);
double w_cmd =k_yaw_ * alpha - k_lat_ * std::atan2(error_lat,speed);
/*lqr*/
double dt = 0.01;
Eigen::MatrixXd A(2, 2),B(2, 1),Q(2, 2),R(1, 1);
// A << 1.0 , speed * dt,
// 0 , 1.0;
// B << 0.5 * speed * dt * dt,
// dt;
A << 1.0 , speed * dt,
0 , 1.0;
B << 0,
dt;
Q << Q_e , 0 ,
0 , Q_h;
R << R_u;
Eigen::VectorXd x(2);
x << error_lat, -alpha;
Eigen::MatrixXd K = lqr(A, B, Q, R);
std::stringstream ss;
ss << K;
logger_->debug("LQR Gain Matrix K:\n{}", ss.str());
w_cmd = - 1 * speed * 0 -(K * x)(0, 0);
logger_->debug("current_pose_x:{}, current_pose_y:{},current_pose_yaw:{}",
x_, y_,yaw_
);
logger_->debug("current_path_x:{}, current_path_y:{},current_path_yaw:{}",
curent_path_x,
curent_path_y,
current_path_yaw
);
cmd.linear.x = speed;
cmd.angular.z = w_cmd;
if(cmd.angular.z >max_yaw_rate_)
{
@ -637,7 +838,15 @@ void PathVisualizer::control(){
cmd.angular.z=-max_yaw_rate_;
}
//cmd_pub_->publish(cmd);
if (current_index == path_x_.size() - 1)
{
cmd.linear.x = 0.0;
cmd.angular.z = 0.0;
RCLCPP_INFO(this->get_logger(),"Reached the end of the path.");
}
cmd_pub_->publish(cmd);
logger_->debug("current_cmd_angular_z:{}",cmd.angular.z);
// RCLCPP_INFO_THROTTLE(
// this->get_logger(),

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@ -0,0 +1,821 @@
distance_m,current_x_m,current_y_m,lateral_error_m,heading_error_rad,heading_error_deg,yaw_command
0.00000000,0.00000000,0.00000000,0.00000000,0.00000777,0.00044540,0.00002332
0.00000000,0.00000000,0.00000000,0.00000000,0.00000777,0.00044540,0.00002332
0.00000000,0.00000000,0.00000000,0.00000000,0.00000777,0.00044540,0.00002332
0.00000000,0.00101846,0.00190493,-0.00190494,0.00001076,0.00061645,-0.01187354
0.00000000,0.00101846,0.00190493,-0.00190494,0.00001076,0.00061645,-0.01187354
0.00000000,0.00101846,0.00190493,-0.00190494,0.00001076,0.00061645,-0.01187354
0.00000000,0.00998646,0.00284354,-0.00284366,0.00001190,0.00068185,-0.01773635
0.00000000,0.00998646,0.00284354,-0.00284366,0.00001190,0.00068185,-0.01773635
0.00000000,0.02894594,0.00351799,-0.00351835,0.00001239,0.00071011,-0.02195014
0.00000000,0.02894594,0.00351799,-0.00351835,0.00001239,0.00071011,-0.02195014
0.00000000,0.02894594,0.00351799,-0.00351835,0.00001239,0.00071011,-0.02195014
0.00000000,0.05793384,0.00419885,-0.00419958,0.00001258,0.00072071,-0.02620489
0.00000000,0.05793384,0.00419885,-0.00419958,0.00001258,0.00072071,-0.02620489
0.00000000,0.05793384,0.00419885,-0.00419958,0.00001258,0.00072071,-0.02620489
0.19371847,0.09697061,0.00499620,-0.00499493,0.00001264,0.00072435,-0.03118773
0.19371847,0.09697061,0.00499620,-0.00499493,0.00001264,0.00072435,-0.03118773
0.19371847,0.14606672,0.00595488,-0.00595422,0.00001268,0.00072646,-0.03717916
0.19371847,0.14606672,0.00595488,-0.00595422,0.00001268,0.00072646,-0.03717916
0.19371847,0.14606672,0.00595488,-0.00595422,0.00001268,0.00072646,-0.03717916
0.19371847,0.20522699,0.00709311,-0.00709320,0.00001274,0.00072967,-0.04429258
0.19371847,0.20522699,0.00709311,-0.00709320,0.00001274,0.00072967,-0.04429258
0.19371847,0.27445325,0.00841830,-0.00841928,0.00001283,0.00073522,-0.05257421
0.19371847,0.27445325,0.00841830,-0.00841928,0.00001283,0.00073522,-0.05257421
0.19371847,0.27445325,0.00841830,-0.00841928,0.00001283,0.00073522,-0.05257421
0.38743695,0.35016477,0.00835564,-0.00830543,0.00134400,0.07700542,-0.04818874
0.38743695,0.35016477,0.00835564,-0.00830543,0.00134400,0.07700542,-0.04818874
0.38743695,0.42612335,0.00768871,-0.00780901,0.00311345,0.17838776,-0.03871235
0.38743695,0.42612335,0.00768871,-0.00780901,0.00311345,0.17838776,-0.03871235
0.38743695,0.42612335,0.00768871,-0.00780901,0.00311345,0.17838776,-0.03871235
0.58115542,0.50205676,0.00714168,-0.00677316,0.00465607,0.26677318,-0.03066547
0.58115542,0.50205676,0.00714168,-0.00677316,0.00465607,0.26677318,-0.03066547
0.58115542,0.50205676,0.00714168,-0.00677316,0.00465607,0.26677318,-0.03066547
0.58115542,0.57797251,0.00682669,-0.00680765,0.00589138,0.33755094,-0.02499092
0.58115542,0.57797251,0.00682669,-0.00680765,0.00589138,0.33755094,-0.02499092
0.58115542,0.65385568,0.00665324,-0.00715621,0.00692296,0.39665619,-0.02081220
0.58115542,0.65385568,0.00665324,-0.00715621,0.00692296,0.39665619,-0.02081220
0.58115542,0.65385568,0.00665324,-0.00715621,0.00692296,0.39665619,-0.02081220
0.77487390,0.72972891,0.00665827,-0.00630897,0.00772826,0.44279679,-0.01842741
0.77487390,0.72972891,0.00665827,-0.00630897,0.00772826,0.44279679,-0.01842741
0.77487390,0.72972891,0.00665827,-0.00630897,0.00772826,0.44279679,-0.01842741
0.77487390,0.80557660,0.00675516,-0.00701299,0.00841274,0.48201472,-0.01697946
0.77487390,0.80557660,0.00675516,-0.00701299,0.00841274,0.48201472,-0.01697946
0.96859237,0.88141546,0.00687319,-0.00608468,0.00903869,0.51787866,-0.01583895
0.96859237,0.88141546,0.00687319,-0.00608468,0.00903869,0.51787866,-0.01583895
0.96859237,0.88141546,0.00687319,-0.00608468,0.00903869,0.51787866,-0.01583895
0.96859237,0.95725723,0.00700920,-0.00689971,0.00960732,0.55045893,-0.01498307
0.96859237,0.95725723,0.00700920,-0.00689971,0.00960732,0.55045893,-0.01498307
0.96859237,1.03310019,0.00713515,-0.00778907,0.01014720,0.58139184,-0.01415055
0.96859237,1.03310019,0.00713515,-0.00778907,0.01014720,0.58139184,-0.01415055
0.96859237,1.03310019,0.00713515,-0.00778907,0.01014720,0.58139184,-0.01415055
1.16231085,1.10894211,0.00726042,-0.00669123,0.01065172,0.61029832,-0.01341959
1.16231085,1.10894211,0.00726042,-0.00669123,0.01065172,0.61029832,-0.01341959
1.16231085,1.18478524,0.00737056,-0.00762005,0.01113609,0.63805077,-0.01265483
1.16231085,1.18478524,0.00737056,-0.00762005,0.01113609,0.63805077,-0.01265483
1.16231085,1.18478524,0.00737056,-0.00762005,0.01113609,0.63805077,-0.01265483
1.35602932,1.26062994,0.00748152,-0.00637523,0.01158747,0.66391290,-0.01199380
1.35602932,1.26062994,0.00748152,-0.00637523,0.01158747,0.66391290,-0.01199380
1.35602932,1.26062994,0.00748152,-0.00637523,0.01158747,0.66391290,-0.01199380
1.35602932,1.33647690,0.00758559,-0.00734975,0.01201488,0.68840201,-0.01136194
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22.83198462,-3.19924813,6.85541507,0.00662866,-0.03692238,-2.11549649,-0.08850506
22.83198462,-3.19924813,6.85541507,0.00662866,-0.03692238,-2.11549649,-0.08850506
23.03116908,-3.19997115,6.93138863,0.00148296,-0.03380625,-1.93695535,-0.08367586
23.03116908,-3.19997115,6.93138863,0.00148296,-0.03380625,-1.93695535,-0.08367586
23.03116908,-3.20060864,7.00735476,0.00330661,-0.03082172,-1.76595473,-0.07870655
23.03116908,-3.20060864,7.00735476,0.00330661,-0.03082172,-1.76595473,-0.07870655
23.03116908,-3.20060864,7.00735476,0.00330661,-0.03082172,-1.76595473,-0.07870655
23.23035354,-3.20125071,7.08330773,-0.00088998,-0.02804129,-1.60664740,-0.07437854
23.23035354,-3.20125071,7.08330773,-0.00088998,-0.02804129,-1.60664740,-0.07437854
23.23035354,-3.20182614,7.15925415,0.00069445,-0.02538709,-1.45457324,-0.07001241
23.23035354,-3.20182614,7.15925415,0.00069445,-0.02538709,-1.45457324,-0.07001241
23.23035354,-3.20182614,7.15925415,0.00069445,-0.02538709,-1.45457324,-0.07001241
23.23035354,-3.20245708,7.23515750,0.00183218,-0.02293233,-1.31392598,-0.06659148
23.23035354,-3.20245708,7.23515750,0.00183218,-0.02293233,-1.31392598,-0.06659148
23.23035354,-3.20245708,7.23515750,0.00183218,-0.02293233,-1.31392598,-0.06659148
23.42953800,-3.20298892,7.31112555,-0.00138823,-0.02060203,-1.18040945,-0.06292494
23.42953800,-3.20298892,7.31112555,-0.00138823,-0.02060203,-1.18040945,-0.06292494
23.42953800,-3.20344997,7.38709223,-0.00032288,-0.01836412,-1.05218630,-0.05909273
23.42953800,-3.20344997,7.38709223,-0.00032288,-0.01836412,-1.05218630,-0.05909273
23.42953800,-3.20344997,7.38709223,-0.00032288,-0.01836412,-1.05218630,-0.05909273
23.42953800,-3.20395649,7.46302178,0.00037210,-0.01629464,-0.93361422,-0.05605006
23.42953800,-3.20395649,7.46302178,0.00037210,-0.01629464,-0.93361422,-0.05605006
23.62872246,-3.20442956,7.53893811,-0.00205036,-0.01432638,-0.82084097,-0.05310237
23.62872246,-3.20442956,7.53893811,-0.00205036,-0.01432638,-0.82084097,-0.05310237
23.62872246,-3.20442956,7.53893811,-0.00205036,-0.01432638,-0.82084097,-0.05310237
23.62872246,-3.20488644,7.61485422,-0.00150475,-0.01247053,-0.71450858,-0.05039028
23.62872246,-3.20488644,7.61485422,-0.00150475,-0.01247053,-0.71450858,-0.05039028
23.82790692,-3.20530368,7.69077485,-0.00332143,-0.01069109,-0.61255435,-0.04766007
23.82790692,-3.20530368,7.69077485,-0.00332143,-0.01069109,-0.61255435,-0.04766007
23.82790692,-3.20530368,7.69077485,-0.00332143,-0.01069109,-0.61255435,-0.04766007
23.82790692,-3.20569094,7.76669063,-0.00289457,-0.00900285,-0.51582521,-0.04501570
23.82790692,-3.20569094,7.76669063,-0.00289457,-0.00900285,-0.51582521,-0.04501570
23.82790692,-3.20569094,7.76669063,-0.00289457,-0.00900285,-0.51582521,-0.04501570
23.82790692,-3.20605386,7.84260322,-0.00269297,-0.00740544,-0.42430067,-0.04249175
23.82790692,-3.20605386,7.84260322,-0.00269297,-0.00740544,-0.42430067,-0.04249175
24.02709139,-3.20637245,7.91851488,-0.00384973,-0.00587480,-0.33660105,-0.03989132
24.02709139,-3.20637245,7.91851488,-0.00384973,-0.00587480,-0.33660105,-0.03989132
24.02709139,-3.20637245,7.91851488,-0.00384973,-0.00587480,-0.33660105,-0.03989132
24.02709139,-3.20669683,7.99442076,-0.00376668,-0.00445168,-0.25506225,-0.03764930
24.02709139,-3.20669683,7.99442076,-0.00376668,-0.00445168,-0.25506225,-0.03764930
24.02709139,-3.20669683,7.99442076,-0.00376668,-0.00445168,-0.25506225,-0.03764930
24.22627585,-3.20700903,8.07032423,-0.00449891,-0.00311272,-0.17834556,-0.03558402
24.22627585,-3.20700903,8.07032423,-0.00449891,-0.00311272,-0.17834556,-0.03558402
24.22627585,-3.20728330,8.14622707,-0.00451083,-0.00182931,-0.10481175,-0.03344795
24.22627585,-3.20728330,8.14622707,-0.00451083,-0.00182931,-0.10481175,-0.03344795
24.22627585,-3.20728330,8.14622707,-0.00451083,-0.00182931,-0.10481175,-0.03344795
24.22627585,-3.20755837,8.22212686,-0.00471357,-0.00063245,-0.03623665,-0.03157653
24.22627585,-3.20755837,8.22212686,-0.00471357,-0.00063245,-0.03623665,-0.03157653
24.42546031,-3.20780461,8.29802423,-0.00496046,0.00051017,0.02923072,-0.02968800
24.42546031,-3.20780461,8.29802423,-0.00496046,0.00051017,0.02923072,-0.02968800
1 distance_m current_x_m current_y_m lateral_error_m heading_error_rad heading_error_deg yaw_command
2 0.00000000 0.00000000 0.00000000 0.00000000 0.00000777 0.00044540 0.00002332
3 0.00000000 0.00000000 0.00000000 0.00000000 0.00000777 0.00044540 0.00002332
4 0.00000000 0.00000000 0.00000000 0.00000000 0.00000777 0.00044540 0.00002332
5 0.00000000 0.00101846 0.00190493 -0.00190494 0.00001076 0.00061645 -0.01187354
6 0.00000000 0.00101846 0.00190493 -0.00190494 0.00001076 0.00061645 -0.01187354
7 0.00000000 0.00101846 0.00190493 -0.00190494 0.00001076 0.00061645 -0.01187354
8 0.00000000 0.00998646 0.00284354 -0.00284366 0.00001190 0.00068185 -0.01773635
9 0.00000000 0.00998646 0.00284354 -0.00284366 0.00001190 0.00068185 -0.01773635
10 0.00000000 0.02894594 0.00351799 -0.00351835 0.00001239 0.00071011 -0.02195014
11 0.00000000 0.02894594 0.00351799 -0.00351835 0.00001239 0.00071011 -0.02195014
12 0.00000000 0.02894594 0.00351799 -0.00351835 0.00001239 0.00071011 -0.02195014
13 0.00000000 0.05793384 0.00419885 -0.00419958 0.00001258 0.00072071 -0.02620489
14 0.00000000 0.05793384 0.00419885 -0.00419958 0.00001258 0.00072071 -0.02620489
15 0.00000000 0.05793384 0.00419885 -0.00419958 0.00001258 0.00072071 -0.02620489
16 0.19371847 0.09697061 0.00499620 -0.00499493 0.00001264 0.00072435 -0.03118773
17 0.19371847 0.09697061 0.00499620 -0.00499493 0.00001264 0.00072435 -0.03118773
18 0.19371847 0.14606672 0.00595488 -0.00595422 0.00001268 0.00072646 -0.03717916
19 0.19371847 0.14606672 0.00595488 -0.00595422 0.00001268 0.00072646 -0.03717916
20 0.19371847 0.14606672 0.00595488 -0.00595422 0.00001268 0.00072646 -0.03717916
21 0.19371847 0.20522699 0.00709311 -0.00709320 0.00001274 0.00072967 -0.04429258
22 0.19371847 0.20522699 0.00709311 -0.00709320 0.00001274 0.00072967 -0.04429258
23 0.19371847 0.27445325 0.00841830 -0.00841928 0.00001283 0.00073522 -0.05257421
24 0.19371847 0.27445325 0.00841830 -0.00841928 0.00001283 0.00073522 -0.05257421
25 0.19371847 0.27445325 0.00841830 -0.00841928 0.00001283 0.00073522 -0.05257421
26 0.38743695 0.35016477 0.00835564 -0.00830543 0.00134400 0.07700542 -0.04818874
27 0.38743695 0.35016477 0.00835564 -0.00830543 0.00134400 0.07700542 -0.04818874
28 0.38743695 0.42612335 0.00768871 -0.00780901 0.00311345 0.17838776 -0.03871235
29 0.38743695 0.42612335 0.00768871 -0.00780901 0.00311345 0.17838776 -0.03871235
30 0.38743695 0.42612335 0.00768871 -0.00780901 0.00311345 0.17838776 -0.03871235
31 0.58115542 0.50205676 0.00714168 -0.00677316 0.00465607 0.26677318 -0.03066547
32 0.58115542 0.50205676 0.00714168 -0.00677316 0.00465607 0.26677318 -0.03066547
33 0.58115542 0.50205676 0.00714168 -0.00677316 0.00465607 0.26677318 -0.03066547
34 0.58115542 0.57797251 0.00682669 -0.00680765 0.00589138 0.33755094 -0.02499092
35 0.58115542 0.57797251 0.00682669 -0.00680765 0.00589138 0.33755094 -0.02499092
36 0.58115542 0.65385568 0.00665324 -0.00715621 0.00692296 0.39665619 -0.02081220
37 0.58115542 0.65385568 0.00665324 -0.00715621 0.00692296 0.39665619 -0.02081220
38 0.58115542 0.65385568 0.00665324 -0.00715621 0.00692296 0.39665619 -0.02081220
39 0.77487390 0.72972891 0.00665827 -0.00630897 0.00772826 0.44279679 -0.01842741
40 0.77487390 0.72972891 0.00665827 -0.00630897 0.00772826 0.44279679 -0.01842741
41 0.77487390 0.72972891 0.00665827 -0.00630897 0.00772826 0.44279679 -0.01842741
42 0.77487390 0.80557660 0.00675516 -0.00701299 0.00841274 0.48201472 -0.01697946
43 0.77487390 0.80557660 0.00675516 -0.00701299 0.00841274 0.48201472 -0.01697946
44 0.96859237 0.88141546 0.00687319 -0.00608468 0.00903869 0.51787866 -0.01583895
45 0.96859237 0.88141546 0.00687319 -0.00608468 0.00903869 0.51787866 -0.01583895
46 0.96859237 0.88141546 0.00687319 -0.00608468 0.00903869 0.51787866 -0.01583895
47 0.96859237 0.95725723 0.00700920 -0.00689971 0.00960732 0.55045893 -0.01498307
48 0.96859237 0.95725723 0.00700920 -0.00689971 0.00960732 0.55045893 -0.01498307
49 0.96859237 1.03310019 0.00713515 -0.00778907 0.01014720 0.58139184 -0.01415055
50 0.96859237 1.03310019 0.00713515 -0.00778907 0.01014720 0.58139184 -0.01415055
51 0.96859237 1.03310019 0.00713515 -0.00778907 0.01014720 0.58139184 -0.01415055
52 1.16231085 1.10894211 0.00726042 -0.00669123 0.01065172 0.61029832 -0.01341959
53 1.16231085 1.10894211 0.00726042 -0.00669123 0.01065172 0.61029832 -0.01341959
54 1.16231085 1.18478524 0.00737056 -0.00762005 0.01113609 0.63805077 -0.01265483
55 1.16231085 1.18478524 0.00737056 -0.00762005 0.01113609 0.63805077 -0.01265483
56 1.16231085 1.18478524 0.00737056 -0.00762005 0.01113609 0.63805077 -0.01265483
57 1.35602932 1.26062994 0.00748152 -0.00637523 0.01158747 0.66391290 -0.01199380
58 1.35602932 1.26062994 0.00748152 -0.00637523 0.01158747 0.66391290 -0.01199380
59 1.35602932 1.26062994 0.00748152 -0.00637523 0.01158747 0.66391290 -0.01199380
60 1.35602932 1.33647690 0.00758559 -0.00734975 0.01201488 0.68840201 -0.01136194
61 1.35602932 1.33647690 0.00758559 -0.00734975 0.01201488 0.68840201 -0.01136194
62 1.35602932 1.41232342 0.00767544 -0.00837399 0.01242646 0.71198356 -0.01068873
63 1.35602932 1.41232342 0.00767544 -0.00837399 0.01242646 0.71198356 -0.01068873
64 1.35602932 1.41232342 0.00767544 -0.00837399 0.01242646 0.71198356 -0.01068873
65 1.54974779 1.48817100 0.00776672 -0.00697691 0.01280933 0.73392042 -0.01011025
66 1.54974779 1.48817100 0.00776672 -0.00697691 0.01280933 0.73392042 -0.01011025
67 1.54974779 1.56401969 0.00784880 -0.00803571 0.01317490 0.75486600 -0.00952652
68 1.54974779 1.56401969 0.00784880 -0.00803571 0.01317490 0.75486600 -0.00952652
69 1.54974779 1.56401969 0.00784880 -0.00803571 0.01317490 0.75486600 -0.00952652
70 1.54974779 1.63986944 0.00793039 -0.00914733 0.01351652 0.77443972 -0.00901153
71 1.54974779 1.63986944 0.00793039 -0.00914733 0.01351652 0.77443972 -0.00901153
72 1.54974779 1.63986944 0.00793039 -0.00914733 0.01351652 0.77443972 -0.00901153
73 1.74346627 1.71571477 0.00801693 -0.00763172 0.01383590 0.79273881 -0.00859389
74 1.74346627 1.71571477 0.00801693 -0.00763172 0.01383590 0.79273881 -0.00859389
75 1.74346627 1.79153322 0.00811610 -0.00879393 0.01412922 0.80954454 -0.00833373
76 1.74346627 1.79153322 0.00811610 -0.00879393 0.01412922 0.80954454 -0.00833373
77 1.74346627 1.79153322 0.00811610 -0.00879393 0.01412922 0.80954454 -0.00833373
78 1.93718474 1.86733628 0.00819503 -0.00718750 0.01440515 0.82535424 -0.00799888
79 1.93718474 1.86733628 0.00819503 -0.00718750 0.01440515 0.82535424 -0.00799888
80 1.93718474 1.94315149 0.00826230 -0.00834846 0.01467990 0.84109639 -0.00759501
81 1.93718474 1.94315149 0.00826230 -0.00834846 0.01467990 0.84109639 -0.00759501
82 1.93718474 1.94315149 0.00826230 -0.00834846 0.01467990 0.84109639 -0.00759501
83 1.93718474 2.01899269 0.00832462 -0.00954682 0.01495832 0.85704867 -0.00714926
84 1.93718474 2.01899269 0.00832462 -0.00954682 0.01495832 0.85704867 -0.00714926
85 1.93718474 2.01899269 0.00832462 -0.00954682 0.01495832 0.85704867 -0.00714926
86 2.13090322 2.09483157 0.00838160 -0.00783096 0.01522241 0.87218005 -0.00671273
87 2.13090322 2.09483157 0.00838160 -0.00783096 0.01522241 0.87218005 -0.00671273
88 2.13090322 2.17067090 0.00843203 -0.00904579 0.01547453 0.88662504 -0.00627153
89 2.13090322 2.17067090 0.00843203 -0.00904579 0.01547453 0.88662504 -0.00627153
90 2.13090322 2.17067090 0.00843203 -0.00904579 0.01547453 0.88662504 -0.00627153
91 2.32462169 2.24651112 0.00848551 -0.00725698 0.01570701 0.89994551 -0.00590798
92 2.32462169 2.24651112 0.00848551 -0.00725698 0.01570701 0.89994551 -0.00590798
93 2.32462169 2.32235240 0.00853515 -0.00849727 0.01592745 0.91257581 -0.00555686
94 2.32462169 2.32235240 0.00853515 -0.00849727 0.01592745 0.91257581 -0.00555686
95 2.32462169 2.32235240 0.00853515 -0.00849727 0.01592745 0.91257581 -0.00555686
96 2.32462169 2.39819475 0.00858501 -0.00977015 0.01613298 0.92435149 -0.00525193
97 2.32462169 2.39819475 0.00858501 -0.00977015 0.01613298 0.92435149 -0.00525193
98 2.32462169 2.39819475 0.00858501 -0.00977015 0.01613298 0.92435149 -0.00525193
99 2.51834017 2.47403815 0.00863309 -0.00790797 0.01632640 0.93543389 -0.00497174
100 2.51834017 2.47403815 0.00863309 -0.00790797 0.01632640 0.93543389 -0.00497174
101 2.51834017 2.54988252 0.00867713 -0.00919601 0.01651057 0.94598579 -0.00469452
102 2.51834017 2.54988252 0.00867713 -0.00919601 0.01651057 0.94598579 -0.00469452
103 2.51834017 2.54988252 0.00867713 -0.00919601 0.01651057 0.94598579 -0.00469452
104 2.71205864 2.62572779 0.00871992 -0.00727771 0.01668355 0.95589682 -0.00444261
105 2.71205864 2.62572779 0.00871992 -0.00727771 0.01668355 0.95589682 -0.00444261
106 2.71205864 2.70157388 0.00876027 -0.00858164 0.01684721 0.96527392 -0.00420383
107 2.71205864 2.70157388 0.00876027 -0.00858164 0.01684721 0.96527392 -0.00420383
108 2.71205864 2.70157388 0.00876027 -0.00858164 0.01684721 0.96527392 -0.00420383
109 2.71205864 2.77742071 0.00879990 -0.00990901 0.01700060 0.97406235 -0.00399130
110 2.71205864 2.77742071 0.00879990 -0.00990901 0.01700060 0.97406235 -0.00399130
111 2.71205864 2.77742071 0.00879990 -0.00990901 0.01700060 0.97406235 -0.00399130
112 2.90577711 2.85326820 0.00883746 -0.00793510 0.01714559 0.98236967 -0.00379075
113 2.90577711 2.85326820 0.00883746 -0.00793510 0.01714559 0.98236967 -0.00379075
114 2.90577711 2.92911901 0.00886680 -0.00926808 0.01728350 0.99027145 -0.00356037
115 2.90577711 2.92911901 0.00886680 -0.00926808 0.01728350 0.99027145 -0.00356037
116 2.90577711 2.92911901 0.00886680 -0.00926808 0.01728350 0.99027145 -0.00356037
117 3.09949559 3.00498918 0.00886464 -0.00721722 0.01740939 0.99748445 -0.00316886
118 3.09949559 3.00498918 0.00886464 -0.00721722 0.01740939 0.99748445 -0.00316886
119 3.09949559 3.08085990 0.00885711 -0.00852826 0.01752751 1.00425232 -0.00276742
120 3.09949559 3.08085990 0.00885711 -0.00852826 0.01752751 1.00425232 -0.00276742
121 3.09949559 3.08085990 0.00885711 -0.00852826 0.01752751 1.00425232 -0.00276742
122 3.09949559 3.15675651 0.00886190 -0.00986926 0.01763259 1.01027270 -0.00248214
123 3.09949559 3.15675651 0.00886190 -0.00986926 0.01763259 1.01027270 -0.00248214
124 3.09949559 3.15675651 0.00886190 -0.00986926 0.01763259 1.01027270 -0.00248214
125 3.29321406 3.23269616 0.00886843 -0.00779355 0.01772399 1.01550975 -0.00224838
126 3.29321406 3.23269616 0.00886843 -0.00779355 0.01772399 1.01550975 -0.00224838
127 3.29321406 3.30862946 0.00887677 -0.00914895 0.01780820 1.02033464 -0.00204789
128 3.29321406 3.30862946 0.00887677 -0.00914895 0.01780820 1.02033464 -0.00204789
129 3.29321406 3.30862946 0.00887677 -0.00914895 0.01780820 1.02033464 -0.00204789
130 3.29321406 3.38455921 0.00888981 -0.01052090 0.01788285 1.02461183 -0.00190544
131 3.29321406 3.38455921 0.00888981 -0.01052090 0.01788285 1.02461183 -0.00190544
132 3.48693254 3.46048591 0.00890388 -0.00842674 0.01795176 1.02855989 -0.00178633
133 3.48693254 3.46048591 0.00890388 -0.00842674 0.01795176 1.02855989 -0.00178633
134 3.48693254 3.46048591 0.00890388 -0.00842674 0.01795176 1.02855989 -0.00178633
135 3.48693254 3.53640976 0.00891823 -0.00980714 0.01801589 1.03223432 -0.00168358
136 3.48693254 3.53640976 0.00891823 -0.00980714 0.01801589 1.03223432 -0.00168358
137 3.48693254 3.53640976 0.00891823 -0.00980714 0.01801589 1.03223432 -0.00168358
138 3.68065101 3.61233085 0.00893211 -0.00769473 0.01807619 1.03568922 -0.00158913
139 3.68065101 3.61233085 0.00893211 -0.00769473 0.01807619 1.03568922 -0.00158913
140 3.68065101 3.68824921 0.00894476 -0.00908004 0.01813362 1.03897978 -0.00149586
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714 21.23850892 -3.16753930 5.18168442 0.03522248 -0.17883353 -10.24640640 -0.31615431
715 21.23850892 -3.16753930 5.18168442 0.03522248 -0.17883353 -10.24640640 -0.31615431
716 21.23850892 -3.16982804 5.25853736 0.04581918 -0.16755502 -9.60019537 -0.29660538
717 21.23850892 -3.16982804 5.25853736 0.04581918 -0.16755502 -9.60019537 -0.29660538
718 21.23850892 -3.16982804 5.25853736 0.04581918 -0.16755502 -9.60019537 -0.29660538
719 21.43769338 -3.17215614 5.33520694 0.02358618 -0.15706818 -8.99934363 -0.27967985
720 21.43769338 -3.17215614 5.33520694 0.02358618 -0.15706818 -8.99934363 -0.27967985
721 21.43769338 -3.17215614 5.33520694 0.02358618 -0.15706818 -8.99934363 -0.27967985
722 21.43769338 -3.17442103 5.41168554 0.03302599 -0.14720373 -8.43415231 -0.26422873
723 21.43769338 -3.17442103 5.41168554 0.03302599 -0.14720373 -8.43415231 -0.26422873
724 21.63687784 -3.17637918 5.48803849 0.01393954 -0.13778178 -7.89431464 -0.24819172
725 21.63687784 -3.17637918 5.48803849 0.01393954 -0.13778178 -7.89431464 -0.24819172
726 21.63687784 -3.17637918 5.48803849 0.01393954 -0.13778178 -7.89431464 -0.24819172
727 21.63687784 -3.17831212 5.56423750 0.02263127 -0.12902669 -7.39268506 -0.23399881
728 21.63687784 -3.17831212 5.56423750 0.02263127 -0.12902669 -7.39268506 -0.23399881
729 21.63687784 -3.18003793 5.64039872 0.03021907 -0.12067477 -6.91415518 -0.21972281
730 21.63687784 -3.18003793 5.64039872 0.03021907 -0.12067477 -6.91415518 -0.21972281
731 21.63687784 -3.18003793 5.64039872 0.03021907 -0.12067477 -6.91415518 -0.21972281
732 21.83606231 -3.18180205 5.71649383 0.01413001 -0.11291925 -6.46979673 -0.20747663
733 21.83606231 -3.18180205 5.71649383 0.01413001 -0.11291925 -6.46979673 -0.20747663
734 21.83606231 -3.18180205 5.71649383 0.01413001 -0.11291925 -6.46979673 -0.20747663
735 21.83606231 -3.18350286 5.79254587 0.02090748 -0.10562675 -6.05196674 -0.19622448
736 21.83606231 -3.18350286 5.79254587 0.02090748 -0.10562675 -6.05196674 -0.19622448
737 21.83606231 -3.18500313 5.86857730 0.02680343 -0.09864180 -5.65175863 -0.18464281
738 21.83606231 -3.18500313 5.86857730 0.02680343 -0.09864180 -5.65175863 -0.18464281
739 21.83606231 -3.18500313 5.86857730 0.02680343 -0.09864180 -5.65175863 -0.18464281
740 22.03524677 -3.18651255 5.94455818 0.01337873 -0.09213392 -5.27888495 -0.17455051
741 22.03524677 -3.18651255 5.94455818 0.01337873 -0.09213392 -5.27888495 -0.17455051
742 22.03524677 -3.18786299 6.02050997 0.01875171 -0.08591907 -4.92279987 -0.16434395
743 22.03524677 -3.18786299 6.02050997 0.01875171 -0.08591907 -4.92279987 -0.16434395
744 22.03524677 -3.18786299 6.02050997 0.01875171 -0.08591907 -4.92279987 -0.16434395
745 22.23443123 -3.18922201 6.09641955 0.00727739 -0.08012836 -4.59101660 -0.15546415
746 22.23443123 -3.18922201 6.09641955 0.00727739 -0.08012836 -4.59101660 -0.15546415
747 22.23443123 -3.18922201 6.09641955 0.00727739 -0.08012836 -4.59101660 -0.15546415
748 22.23443123 -3.19052058 6.17229596 0.01207469 -0.07467107 -4.27833737 -0.14720691
749 22.23443123 -3.19052058 6.17229596 0.01207469 -0.07467107 -4.27833737 -0.14720691
750 22.23443123 -3.19166382 6.24814998 0.01621450 -0.06943934 -3.97858085 -0.13865590
751 22.23443123 -3.19166382 6.24814998 0.01621450 -0.06943934 -3.97858085 -0.13865590
752 22.23443123 -3.19166382 6.24814998 0.01621450 -0.06943934 -3.97858085 -0.13865590
753 22.43361569 -3.19280603 6.32397352 0.00676228 -0.06455664 -3.69882314 -0.13114614
754 22.43361569 -3.19280603 6.32397352 0.00676228 -0.06455664 -3.69882314 -0.13114614
755 22.43361569 -3.19382652 6.39977667 0.01051624 -0.05989103 -3.43150319 -0.12352670
756 22.43361569 -3.19382652 6.39977667 0.01051624 -0.05989103 -3.43150319 -0.12352670
757 22.43361569 -3.19382652 6.39977667 0.01051624 -0.05989103 -3.43150319 -0.12352670
758 22.63280015 -3.19487528 6.47558371 0.00251017 -0.05553870 -3.18213299 -0.11702433
759 22.63280015 -3.19487528 6.47558371 0.00251017 -0.05553870 -3.18213299 -0.11702433
760 22.63280015 -3.19487528 6.47558371 0.00251017 -0.05553870 -3.18213299 -0.11702433
761 22.63280015 -3.19594831 6.55141718 0.00573864 -0.05143432 -2.94696957 -0.11141728
762 22.63280015 -3.19594831 6.55141718 0.00573864 -0.05143432 -2.94696957 -0.11141728
763 22.63280015 -3.19688992 6.62741812 0.00849286 -0.04749243 -2.72111571 -0.10547640
764 22.63280015 -3.19688992 6.62741812 0.00849286 -0.04749243 -2.72111571 -0.10547640
765 22.63280015 -3.19688992 6.62741812 0.00849286 -0.04749243 -2.72111571 -0.10547640
766 22.83198462 -3.19774804 6.70343138 0.00204374 -0.04378824 -2.50888124 -0.09972722
767 22.83198462 -3.19774804 6.70343138 0.00204374 -0.04378824 -2.50888124 -0.09972722
768 22.83198462 -3.19849468 6.77943133 0.00459987 -0.04023294 -2.30517768 -0.09372774
769 22.83198462 -3.19849468 6.77943133 0.00459987 -0.04023294 -2.30517768 -0.09372774
770 22.83198462 -3.19849468 6.77943133 0.00459987 -0.04023294 -2.30517768 -0.09372774
771 22.83198462 -3.19924813 6.85541507 0.00662866 -0.03692238 -2.11549649 -0.08850506
772 22.83198462 -3.19924813 6.85541507 0.00662866 -0.03692238 -2.11549649 -0.08850506
773 22.83198462 -3.19924813 6.85541507 0.00662866 -0.03692238 -2.11549649 -0.08850506
774 23.03116908 -3.19997115 6.93138863 0.00148296 -0.03380625 -1.93695535 -0.08367586
775 23.03116908 -3.19997115 6.93138863 0.00148296 -0.03380625 -1.93695535 -0.08367586
776 23.03116908 -3.20060864 7.00735476 0.00330661 -0.03082172 -1.76595473 -0.07870655
777 23.03116908 -3.20060864 7.00735476 0.00330661 -0.03082172 -1.76595473 -0.07870655
778 23.03116908 -3.20060864 7.00735476 0.00330661 -0.03082172 -1.76595473 -0.07870655
779 23.23035354 -3.20125071 7.08330773 -0.00088998 -0.02804129 -1.60664740 -0.07437854
780 23.23035354 -3.20125071 7.08330773 -0.00088998 -0.02804129 -1.60664740 -0.07437854
781 23.23035354 -3.20182614 7.15925415 0.00069445 -0.02538709 -1.45457324 -0.07001241
782 23.23035354 -3.20182614 7.15925415 0.00069445 -0.02538709 -1.45457324 -0.07001241
783 23.23035354 -3.20182614 7.15925415 0.00069445 -0.02538709 -1.45457324 -0.07001241
784 23.23035354 -3.20245708 7.23515750 0.00183218 -0.02293233 -1.31392598 -0.06659148
785 23.23035354 -3.20245708 7.23515750 0.00183218 -0.02293233 -1.31392598 -0.06659148
786 23.23035354 -3.20245708 7.23515750 0.00183218 -0.02293233 -1.31392598 -0.06659148
787 23.42953800 -3.20298892 7.31112555 -0.00138823 -0.02060203 -1.18040945 -0.06292494
788 23.42953800 -3.20298892 7.31112555 -0.00138823 -0.02060203 -1.18040945 -0.06292494
789 23.42953800 -3.20344997 7.38709223 -0.00032288 -0.01836412 -1.05218630 -0.05909273
790 23.42953800 -3.20344997 7.38709223 -0.00032288 -0.01836412 -1.05218630 -0.05909273
791 23.42953800 -3.20344997 7.38709223 -0.00032288 -0.01836412 -1.05218630 -0.05909273
792 23.42953800 -3.20395649 7.46302178 0.00037210 -0.01629464 -0.93361422 -0.05605006
793 23.42953800 -3.20395649 7.46302178 0.00037210 -0.01629464 -0.93361422 -0.05605006
794 23.62872246 -3.20442956 7.53893811 -0.00205036 -0.01432638 -0.82084097 -0.05310237
795 23.62872246 -3.20442956 7.53893811 -0.00205036 -0.01432638 -0.82084097 -0.05310237
796 23.62872246 -3.20442956 7.53893811 -0.00205036 -0.01432638 -0.82084097 -0.05310237
797 23.62872246 -3.20488644 7.61485422 -0.00150475 -0.01247053 -0.71450858 -0.05039028
798 23.62872246 -3.20488644 7.61485422 -0.00150475 -0.01247053 -0.71450858 -0.05039028
799 23.82790692 -3.20530368 7.69077485 -0.00332143 -0.01069109 -0.61255435 -0.04766007
800 23.82790692 -3.20530368 7.69077485 -0.00332143 -0.01069109 -0.61255435 -0.04766007
801 23.82790692 -3.20530368 7.69077485 -0.00332143 -0.01069109 -0.61255435 -0.04766007
802 23.82790692 -3.20569094 7.76669063 -0.00289457 -0.00900285 -0.51582521 -0.04501570
803 23.82790692 -3.20569094 7.76669063 -0.00289457 -0.00900285 -0.51582521 -0.04501570
804 23.82790692 -3.20569094 7.76669063 -0.00289457 -0.00900285 -0.51582521 -0.04501570
805 23.82790692 -3.20605386 7.84260322 -0.00269297 -0.00740544 -0.42430067 -0.04249175
806 23.82790692 -3.20605386 7.84260322 -0.00269297 -0.00740544 -0.42430067 -0.04249175
807 24.02709139 -3.20637245 7.91851488 -0.00384973 -0.00587480 -0.33660105 -0.03989132
808 24.02709139 -3.20637245 7.91851488 -0.00384973 -0.00587480 -0.33660105 -0.03989132
809 24.02709139 -3.20637245 7.91851488 -0.00384973 -0.00587480 -0.33660105 -0.03989132
810 24.02709139 -3.20669683 7.99442076 -0.00376668 -0.00445168 -0.25506225 -0.03764930
811 24.02709139 -3.20669683 7.99442076 -0.00376668 -0.00445168 -0.25506225 -0.03764930
812 24.02709139 -3.20669683 7.99442076 -0.00376668 -0.00445168 -0.25506225 -0.03764930
813 24.22627585 -3.20700903 8.07032423 -0.00449891 -0.00311272 -0.17834556 -0.03558402
814 24.22627585 -3.20700903 8.07032423 -0.00449891 -0.00311272 -0.17834556 -0.03558402
815 24.22627585 -3.20728330 8.14622707 -0.00451083 -0.00182931 -0.10481175 -0.03344795
816 24.22627585 -3.20728330 8.14622707 -0.00451083 -0.00182931 -0.10481175 -0.03344795
817 24.22627585 -3.20728330 8.14622707 -0.00451083 -0.00182931 -0.10481175 -0.03344795
818 24.22627585 -3.20755837 8.22212686 -0.00471357 -0.00063245 -0.03623665 -0.03157653
819 24.22627585 -3.20755837 8.22212686 -0.00471357 -0.00063245 -0.03623665 -0.03157653
820 24.42546031 -3.20780461 8.29802423 -0.00496046 0.00051017 0.02923072 -0.02968800
821 24.42546031 -3.20780461 8.29802423 -0.00496046 0.00051017 0.02923072 -0.02968800

View File

@ -0,0 +1,821 @@
distance_m,current_x_m,current_y_m,lateral_error_m,heading_error_rad,heading_error_deg,yaw_command
0.00000000,0.00000000,0.00000000,0.00000000,0.00000777,0.00044540,0.00002332
0.00000000,0.00000000,0.00000000,0.00000000,0.00000777,0.00044540,0.00002332
0.00000000,0.00000000,0.00000000,0.00000000,0.00000777,0.00044540,0.00002332
0.00000000,0.00101846,0.00190493,-0.00190494,0.00001076,0.00061645,-0.01187354
0.00000000,0.00101846,0.00190493,-0.00190494,0.00001076,0.00061645,-0.01187354
0.00000000,0.00101846,0.00190493,-0.00190494,0.00001076,0.00061645,-0.01187354
0.00000000,0.00998646,0.00284354,-0.00284366,0.00001190,0.00068185,-0.01773635
0.00000000,0.00998646,0.00284354,-0.00284366,0.00001190,0.00068185,-0.01773635
0.00000000,0.02894594,0.00351799,-0.00351835,0.00001239,0.00071011,-0.02195014
0.00000000,0.02894594,0.00351799,-0.00351835,0.00001239,0.00071011,-0.02195014
0.00000000,0.02894594,0.00351799,-0.00351835,0.00001239,0.00071011,-0.02195014
0.00000000,0.05793384,0.00419885,-0.00419958,0.00001258,0.00072071,-0.02620489
0.00000000,0.05793384,0.00419885,-0.00419958,0.00001258,0.00072071,-0.02620489
0.00000000,0.05793384,0.00419885,-0.00419958,0.00001258,0.00072071,-0.02620489
0.19371847,0.09697061,0.00499620,-0.00499493,0.00001264,0.00072435,-0.03118773
0.19371847,0.09697061,0.00499620,-0.00499493,0.00001264,0.00072435,-0.03118773
0.19371847,0.14606672,0.00595488,-0.00595422,0.00001268,0.00072646,-0.03717916
0.19371847,0.14606672,0.00595488,-0.00595422,0.00001268,0.00072646,-0.03717916
0.19371847,0.14606672,0.00595488,-0.00595422,0.00001268,0.00072646,-0.03717916
0.19371847,0.20522699,0.00709311,-0.00709320,0.00001274,0.00072967,-0.04429258
0.19371847,0.20522699,0.00709311,-0.00709320,0.00001274,0.00072967,-0.04429258
0.19371847,0.27445325,0.00841830,-0.00841928,0.00001283,0.00073522,-0.05257421
0.19371847,0.27445325,0.00841830,-0.00841928,0.00001283,0.00073522,-0.05257421
0.19371847,0.27445325,0.00841830,-0.00841928,0.00001283,0.00073522,-0.05257421
0.38743695,0.35016477,0.00835564,-0.00830543,0.00134400,0.07700542,-0.04818874
0.38743695,0.35016477,0.00835564,-0.00830543,0.00134400,0.07700542,-0.04818874
0.38743695,0.42612335,0.00768871,-0.00780901,0.00311345,0.17838776,-0.03871235
0.38743695,0.42612335,0.00768871,-0.00780901,0.00311345,0.17838776,-0.03871235
0.38743695,0.42612335,0.00768871,-0.00780901,0.00311345,0.17838776,-0.03871235
0.58115542,0.50205676,0.00714168,-0.00677316,0.00465607,0.26677318,-0.03066547
0.58115542,0.50205676,0.00714168,-0.00677316,0.00465607,0.26677318,-0.03066547
0.58115542,0.50205676,0.00714168,-0.00677316,0.00465607,0.26677318,-0.03066547
0.58115542,0.57797251,0.00682669,-0.00680765,0.00589138,0.33755094,-0.02499092
0.58115542,0.57797251,0.00682669,-0.00680765,0.00589138,0.33755094,-0.02499092
0.58115542,0.65385568,0.00665324,-0.00715621,0.00692296,0.39665619,-0.02081220
0.58115542,0.65385568,0.00665324,-0.00715621,0.00692296,0.39665619,-0.02081220
0.58115542,0.65385568,0.00665324,-0.00715621,0.00692296,0.39665619,-0.02081220
0.77487390,0.72972891,0.00665827,-0.00630897,0.00772826,0.44279679,-0.01842741
0.77487390,0.72972891,0.00665827,-0.00630897,0.00772826,0.44279679,-0.01842741
0.77487390,0.72972891,0.00665827,-0.00630897,0.00772826,0.44279679,-0.01842741
0.77487390,0.80557660,0.00675516,-0.00701299,0.00841274,0.48201472,-0.01697946
0.77487390,0.80557660,0.00675516,-0.00701299,0.00841274,0.48201472,-0.01697946
0.96859237,0.88141546,0.00687319,-0.00608468,0.00903869,0.51787866,-0.01583895
0.96859237,0.88141546,0.00687319,-0.00608468,0.00903869,0.51787866,-0.01583895
0.96859237,0.88141546,0.00687319,-0.00608468,0.00903869,0.51787866,-0.01583895
0.96859237,0.95725723,0.00700920,-0.00689971,0.00960732,0.55045893,-0.01498307
0.96859237,0.95725723,0.00700920,-0.00689971,0.00960732,0.55045893,-0.01498307
0.96859237,1.03310019,0.00713515,-0.00778907,0.01014720,0.58139184,-0.01415055
0.96859237,1.03310019,0.00713515,-0.00778907,0.01014720,0.58139184,-0.01415055
0.96859237,1.03310019,0.00713515,-0.00778907,0.01014720,0.58139184,-0.01415055
1.16231085,1.10894211,0.00726042,-0.00669123,0.01065172,0.61029832,-0.01341959
1.16231085,1.10894211,0.00726042,-0.00669123,0.01065172,0.61029832,-0.01341959
1.16231085,1.18478524,0.00737056,-0.00762005,0.01113609,0.63805077,-0.01265483
1.16231085,1.18478524,0.00737056,-0.00762005,0.01113609,0.63805077,-0.01265483
1.16231085,1.18478524,0.00737056,-0.00762005,0.01113609,0.63805077,-0.01265483
1.35602932,1.26062994,0.00748152,-0.00637523,0.01158747,0.66391290,-0.01199380
1.35602932,1.26062994,0.00748152,-0.00637523,0.01158747,0.66391290,-0.01199380
1.35602932,1.26062994,0.00748152,-0.00637523,0.01158747,0.66391290,-0.01199380
1.35602932,1.33647690,0.00758559,-0.00734975,0.01201488,0.68840201,-0.01136194
1.35602932,1.33647690,0.00758559,-0.00734975,0.01201488,0.68840201,-0.01136194
1.35602932,1.41232342,0.00767544,-0.00837399,0.01242646,0.71198356,-0.01068873
1.35602932,1.41232342,0.00767544,-0.00837399,0.01242646,0.71198356,-0.01068873
1.35602932,1.41232342,0.00767544,-0.00837399,0.01242646,0.71198356,-0.01068873
1.54974779,1.48817100,0.00776672,-0.00697691,0.01280933,0.73392042,-0.01011025
1.54974779,1.48817100,0.00776672,-0.00697691,0.01280933,0.73392042,-0.01011025
1.54974779,1.56401969,0.00784880,-0.00803571,0.01317490,0.75486600,-0.00952652
1.54974779,1.56401969,0.00784880,-0.00803571,0.01317490,0.75486600,-0.00952652
1.54974779,1.56401969,0.00784880,-0.00803571,0.01317490,0.75486600,-0.00952652
1.54974779,1.63986944,0.00793039,-0.00914733,0.01351652,0.77443972,-0.00901153
1.54974779,1.63986944,0.00793039,-0.00914733,0.01351652,0.77443972,-0.00901153
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23.23035354,-3.20245708,7.23515750,0.00183218,-0.02293233,-1.31392598,-0.06659148
23.23035354,-3.20245708,7.23515750,0.00183218,-0.02293233,-1.31392598,-0.06659148
23.23035354,-3.20245708,7.23515750,0.00183218,-0.02293233,-1.31392598,-0.06659148
23.42953800,-3.20298892,7.31112555,-0.00138823,-0.02060203,-1.18040945,-0.06292494
23.42953800,-3.20298892,7.31112555,-0.00138823,-0.02060203,-1.18040945,-0.06292494
23.42953800,-3.20344997,7.38709223,-0.00032288,-0.01836412,-1.05218630,-0.05909273
23.42953800,-3.20344997,7.38709223,-0.00032288,-0.01836412,-1.05218630,-0.05909273
23.42953800,-3.20344997,7.38709223,-0.00032288,-0.01836412,-1.05218630,-0.05909273
23.42953800,-3.20395649,7.46302178,0.00037210,-0.01629464,-0.93361422,-0.05605006
23.42953800,-3.20395649,7.46302178,0.00037210,-0.01629464,-0.93361422,-0.05605006
23.62872246,-3.20442956,7.53893811,-0.00205036,-0.01432638,-0.82084097,-0.05310237
23.62872246,-3.20442956,7.53893811,-0.00205036,-0.01432638,-0.82084097,-0.05310237
23.62872246,-3.20442956,7.53893811,-0.00205036,-0.01432638,-0.82084097,-0.05310237
23.62872246,-3.20488644,7.61485422,-0.00150475,-0.01247053,-0.71450858,-0.05039028
23.62872246,-3.20488644,7.61485422,-0.00150475,-0.01247053,-0.71450858,-0.05039028
23.82790692,-3.20530368,7.69077485,-0.00332143,-0.01069109,-0.61255435,-0.04766007
23.82790692,-3.20530368,7.69077485,-0.00332143,-0.01069109,-0.61255435,-0.04766007
23.82790692,-3.20530368,7.69077485,-0.00332143,-0.01069109,-0.61255435,-0.04766007
23.82790692,-3.20569094,7.76669063,-0.00289457,-0.00900285,-0.51582521,-0.04501570
23.82790692,-3.20569094,7.76669063,-0.00289457,-0.00900285,-0.51582521,-0.04501570
23.82790692,-3.20569094,7.76669063,-0.00289457,-0.00900285,-0.51582521,-0.04501570
23.82790692,-3.20605386,7.84260322,-0.00269297,-0.00740544,-0.42430067,-0.04249175
23.82790692,-3.20605386,7.84260322,-0.00269297,-0.00740544,-0.42430067,-0.04249175
24.02709139,-3.20637245,7.91851488,-0.00384973,-0.00587480,-0.33660105,-0.03989132
24.02709139,-3.20637245,7.91851488,-0.00384973,-0.00587480,-0.33660105,-0.03989132
24.02709139,-3.20637245,7.91851488,-0.00384973,-0.00587480,-0.33660105,-0.03989132
24.02709139,-3.20669683,7.99442076,-0.00376668,-0.00445168,-0.25506225,-0.03764930
24.02709139,-3.20669683,7.99442076,-0.00376668,-0.00445168,-0.25506225,-0.03764930
24.02709139,-3.20669683,7.99442076,-0.00376668,-0.00445168,-0.25506225,-0.03764930
24.22627585,-3.20700903,8.07032423,-0.00449891,-0.00311272,-0.17834556,-0.03558402
24.22627585,-3.20700903,8.07032423,-0.00449891,-0.00311272,-0.17834556,-0.03558402
24.22627585,-3.20728330,8.14622707,-0.00451083,-0.00182931,-0.10481175,-0.03344795
24.22627585,-3.20728330,8.14622707,-0.00451083,-0.00182931,-0.10481175,-0.03344795
24.22627585,-3.20728330,8.14622707,-0.00451083,-0.00182931,-0.10481175,-0.03344795
24.22627585,-3.20755837,8.22212686,-0.00471357,-0.00063245,-0.03623665,-0.03157653
24.22627585,-3.20755837,8.22212686,-0.00471357,-0.00063245,-0.03623665,-0.03157653
24.42546031,-3.20780461,8.29802423,-0.00496046,0.00051017,0.02923072,-0.02968800
24.42546031,-3.20780461,8.29802423,-0.00496046,0.00051017,0.02923072,-0.02968800
1 distance_m current_x_m current_y_m lateral_error_m heading_error_rad heading_error_deg yaw_command
2 0.00000000 0.00000000 0.00000000 0.00000000 0.00000777 0.00044540 0.00002332
3 0.00000000 0.00000000 0.00000000 0.00000000 0.00000777 0.00044540 0.00002332
4 0.00000000 0.00000000 0.00000000 0.00000000 0.00000777 0.00044540 0.00002332
5 0.00000000 0.00101846 0.00190493 -0.00190494 0.00001076 0.00061645 -0.01187354
6 0.00000000 0.00101846 0.00190493 -0.00190494 0.00001076 0.00061645 -0.01187354
7 0.00000000 0.00101846 0.00190493 -0.00190494 0.00001076 0.00061645 -0.01187354
8 0.00000000 0.00998646 0.00284354 -0.00284366 0.00001190 0.00068185 -0.01773635
9 0.00000000 0.00998646 0.00284354 -0.00284366 0.00001190 0.00068185 -0.01773635
10 0.00000000 0.02894594 0.00351799 -0.00351835 0.00001239 0.00071011 -0.02195014
11 0.00000000 0.02894594 0.00351799 -0.00351835 0.00001239 0.00071011 -0.02195014
12 0.00000000 0.02894594 0.00351799 -0.00351835 0.00001239 0.00071011 -0.02195014
13 0.00000000 0.05793384 0.00419885 -0.00419958 0.00001258 0.00072071 -0.02620489
14 0.00000000 0.05793384 0.00419885 -0.00419958 0.00001258 0.00072071 -0.02620489
15 0.00000000 0.05793384 0.00419885 -0.00419958 0.00001258 0.00072071 -0.02620489
16 0.19371847 0.09697061 0.00499620 -0.00499493 0.00001264 0.00072435 -0.03118773
17 0.19371847 0.09697061 0.00499620 -0.00499493 0.00001264 0.00072435 -0.03118773
18 0.19371847 0.14606672 0.00595488 -0.00595422 0.00001268 0.00072646 -0.03717916
19 0.19371847 0.14606672 0.00595488 -0.00595422 0.00001268 0.00072646 -0.03717916
20 0.19371847 0.14606672 0.00595488 -0.00595422 0.00001268 0.00072646 -0.03717916
21 0.19371847 0.20522699 0.00709311 -0.00709320 0.00001274 0.00072967 -0.04429258
22 0.19371847 0.20522699 0.00709311 -0.00709320 0.00001274 0.00072967 -0.04429258
23 0.19371847 0.27445325 0.00841830 -0.00841928 0.00001283 0.00073522 -0.05257421
24 0.19371847 0.27445325 0.00841830 -0.00841928 0.00001283 0.00073522 -0.05257421
25 0.19371847 0.27445325 0.00841830 -0.00841928 0.00001283 0.00073522 -0.05257421
26 0.38743695 0.35016477 0.00835564 -0.00830543 0.00134400 0.07700542 -0.04818874
27 0.38743695 0.35016477 0.00835564 -0.00830543 0.00134400 0.07700542 -0.04818874
28 0.38743695 0.42612335 0.00768871 -0.00780901 0.00311345 0.17838776 -0.03871235
29 0.38743695 0.42612335 0.00768871 -0.00780901 0.00311345 0.17838776 -0.03871235
30 0.38743695 0.42612335 0.00768871 -0.00780901 0.00311345 0.17838776 -0.03871235
31 0.58115542 0.50205676 0.00714168 -0.00677316 0.00465607 0.26677318 -0.03066547
32 0.58115542 0.50205676 0.00714168 -0.00677316 0.00465607 0.26677318 -0.03066547
33 0.58115542 0.50205676 0.00714168 -0.00677316 0.00465607 0.26677318 -0.03066547
34 0.58115542 0.57797251 0.00682669 -0.00680765 0.00589138 0.33755094 -0.02499092
35 0.58115542 0.57797251 0.00682669 -0.00680765 0.00589138 0.33755094 -0.02499092
36 0.58115542 0.65385568 0.00665324 -0.00715621 0.00692296 0.39665619 -0.02081220
37 0.58115542 0.65385568 0.00665324 -0.00715621 0.00692296 0.39665619 -0.02081220
38 0.58115542 0.65385568 0.00665324 -0.00715621 0.00692296 0.39665619 -0.02081220
39 0.77487390 0.72972891 0.00665827 -0.00630897 0.00772826 0.44279679 -0.01842741
40 0.77487390 0.72972891 0.00665827 -0.00630897 0.00772826 0.44279679 -0.01842741
41 0.77487390 0.72972891 0.00665827 -0.00630897 0.00772826 0.44279679 -0.01842741
42 0.77487390 0.80557660 0.00675516 -0.00701299 0.00841274 0.48201472 -0.01697946
43 0.77487390 0.80557660 0.00675516 -0.00701299 0.00841274 0.48201472 -0.01697946
44 0.96859237 0.88141546 0.00687319 -0.00608468 0.00903869 0.51787866 -0.01583895
45 0.96859237 0.88141546 0.00687319 -0.00608468 0.00903869 0.51787866 -0.01583895
46 0.96859237 0.88141546 0.00687319 -0.00608468 0.00903869 0.51787866 -0.01583895
47 0.96859237 0.95725723 0.00700920 -0.00689971 0.00960732 0.55045893 -0.01498307
48 0.96859237 0.95725723 0.00700920 -0.00689971 0.00960732 0.55045893 -0.01498307
49 0.96859237 1.03310019 0.00713515 -0.00778907 0.01014720 0.58139184 -0.01415055
50 0.96859237 1.03310019 0.00713515 -0.00778907 0.01014720 0.58139184 -0.01415055
51 0.96859237 1.03310019 0.00713515 -0.00778907 0.01014720 0.58139184 -0.01415055
52 1.16231085 1.10894211 0.00726042 -0.00669123 0.01065172 0.61029832 -0.01341959
53 1.16231085 1.10894211 0.00726042 -0.00669123 0.01065172 0.61029832 -0.01341959
54 1.16231085 1.18478524 0.00737056 -0.00762005 0.01113609 0.63805077 -0.01265483
55 1.16231085 1.18478524 0.00737056 -0.00762005 0.01113609 0.63805077 -0.01265483
56 1.16231085 1.18478524 0.00737056 -0.00762005 0.01113609 0.63805077 -0.01265483
57 1.35602932 1.26062994 0.00748152 -0.00637523 0.01158747 0.66391290 -0.01199380
58 1.35602932 1.26062994 0.00748152 -0.00637523 0.01158747 0.66391290 -0.01199380
59 1.35602932 1.26062994 0.00748152 -0.00637523 0.01158747 0.66391290 -0.01199380
60 1.35602932 1.33647690 0.00758559 -0.00734975 0.01201488 0.68840201 -0.01136194
61 1.35602932 1.33647690 0.00758559 -0.00734975 0.01201488 0.68840201 -0.01136194
62 1.35602932 1.41232342 0.00767544 -0.00837399 0.01242646 0.71198356 -0.01068873
63 1.35602932 1.41232342 0.00767544 -0.00837399 0.01242646 0.71198356 -0.01068873
64 1.35602932 1.41232342 0.00767544 -0.00837399 0.01242646 0.71198356 -0.01068873
65 1.54974779 1.48817100 0.00776672 -0.00697691 0.01280933 0.73392042 -0.01011025
66 1.54974779 1.48817100 0.00776672 -0.00697691 0.01280933 0.73392042 -0.01011025
67 1.54974779 1.56401969 0.00784880 -0.00803571 0.01317490 0.75486600 -0.00952652
68 1.54974779 1.56401969 0.00784880 -0.00803571 0.01317490 0.75486600 -0.00952652
69 1.54974779 1.56401969 0.00784880 -0.00803571 0.01317490 0.75486600 -0.00952652
70 1.54974779 1.63986944 0.00793039 -0.00914733 0.01351652 0.77443972 -0.00901153
71 1.54974779 1.63986944 0.00793039 -0.00914733 0.01351652 0.77443972 -0.00901153
72 1.54974779 1.63986944 0.00793039 -0.00914733 0.01351652 0.77443972 -0.00901153
73 1.74346627 1.71571477 0.00801693 -0.00763172 0.01383590 0.79273881 -0.00859389
74 1.74346627 1.71571477 0.00801693 -0.00763172 0.01383590 0.79273881 -0.00859389
75 1.74346627 1.79153322 0.00811610 -0.00879393 0.01412922 0.80954454 -0.00833373
76 1.74346627 1.79153322 0.00811610 -0.00879393 0.01412922 0.80954454 -0.00833373
77 1.74346627 1.79153322 0.00811610 -0.00879393 0.01412922 0.80954454 -0.00833373
78 1.93718474 1.86733628 0.00819503 -0.00718750 0.01440515 0.82535424 -0.00799888
79 1.93718474 1.86733628 0.00819503 -0.00718750 0.01440515 0.82535424 -0.00799888
80 1.93718474 1.94315149 0.00826230 -0.00834846 0.01467990 0.84109639 -0.00759501
81 1.93718474 1.94315149 0.00826230 -0.00834846 0.01467990 0.84109639 -0.00759501
82 1.93718474 1.94315149 0.00826230 -0.00834846 0.01467990 0.84109639 -0.00759501
83 1.93718474 2.01899269 0.00832462 -0.00954682 0.01495832 0.85704867 -0.00714926
84 1.93718474 2.01899269 0.00832462 -0.00954682 0.01495832 0.85704867 -0.00714926
85 1.93718474 2.01899269 0.00832462 -0.00954682 0.01495832 0.85704867 -0.00714926
86 2.13090322 2.09483157 0.00838160 -0.00783096 0.01522241 0.87218005 -0.00671273
87 2.13090322 2.09483157 0.00838160 -0.00783096 0.01522241 0.87218005 -0.00671273
88 2.13090322 2.17067090 0.00843203 -0.00904579 0.01547453 0.88662504 -0.00627153
89 2.13090322 2.17067090 0.00843203 -0.00904579 0.01547453 0.88662504 -0.00627153
90 2.13090322 2.17067090 0.00843203 -0.00904579 0.01547453 0.88662504 -0.00627153
91 2.32462169 2.24651112 0.00848551 -0.00725698 0.01570701 0.89994551 -0.00590798
92 2.32462169 2.24651112 0.00848551 -0.00725698 0.01570701 0.89994551 -0.00590798
93 2.32462169 2.32235240 0.00853515 -0.00849727 0.01592745 0.91257581 -0.00555686
94 2.32462169 2.32235240 0.00853515 -0.00849727 0.01592745 0.91257581 -0.00555686
95 2.32462169 2.32235240 0.00853515 -0.00849727 0.01592745 0.91257581 -0.00555686
96 2.32462169 2.39819475 0.00858501 -0.00977015 0.01613298 0.92435149 -0.00525193
97 2.32462169 2.39819475 0.00858501 -0.00977015 0.01613298 0.92435149 -0.00525193
98 2.32462169 2.39819475 0.00858501 -0.00977015 0.01613298 0.92435149 -0.00525193
99 2.51834017 2.47403815 0.00863309 -0.00790797 0.01632640 0.93543389 -0.00497174
100 2.51834017 2.47403815 0.00863309 -0.00790797 0.01632640 0.93543389 -0.00497174
101 2.51834017 2.54988252 0.00867713 -0.00919601 0.01651057 0.94598579 -0.00469452
102 2.51834017 2.54988252 0.00867713 -0.00919601 0.01651057 0.94598579 -0.00469452
103 2.51834017 2.54988252 0.00867713 -0.00919601 0.01651057 0.94598579 -0.00469452
104 2.71205864 2.62572779 0.00871992 -0.00727771 0.01668355 0.95589682 -0.00444261
105 2.71205864 2.62572779 0.00871992 -0.00727771 0.01668355 0.95589682 -0.00444261
106 2.71205864 2.70157388 0.00876027 -0.00858164 0.01684721 0.96527392 -0.00420383
107 2.71205864 2.70157388 0.00876027 -0.00858164 0.01684721 0.96527392 -0.00420383
108 2.71205864 2.70157388 0.00876027 -0.00858164 0.01684721 0.96527392 -0.00420383
109 2.71205864 2.77742071 0.00879990 -0.00990901 0.01700060 0.97406235 -0.00399130
110 2.71205864 2.77742071 0.00879990 -0.00990901 0.01700060 0.97406235 -0.00399130
111 2.71205864 2.77742071 0.00879990 -0.00990901 0.01700060 0.97406235 -0.00399130
112 2.90577711 2.85326820 0.00883746 -0.00793510 0.01714559 0.98236967 -0.00379075
113 2.90577711 2.85326820 0.00883746 -0.00793510 0.01714559 0.98236967 -0.00379075
114 2.90577711 2.92911901 0.00886680 -0.00926808 0.01728350 0.99027145 -0.00356037
115 2.90577711 2.92911901 0.00886680 -0.00926808 0.01728350 0.99027145 -0.00356037
116 2.90577711 2.92911901 0.00886680 -0.00926808 0.01728350 0.99027145 -0.00356037
117 3.09949559 3.00498918 0.00886464 -0.00721722 0.01740939 0.99748445 -0.00316886
118 3.09949559 3.00498918 0.00886464 -0.00721722 0.01740939 0.99748445 -0.00316886
119 3.09949559 3.08085990 0.00885711 -0.00852826 0.01752751 1.00425232 -0.00276742
120 3.09949559 3.08085990 0.00885711 -0.00852826 0.01752751 1.00425232 -0.00276742
121 3.09949559 3.08085990 0.00885711 -0.00852826 0.01752751 1.00425232 -0.00276742
122 3.09949559 3.15675651 0.00886190 -0.00986926 0.01763259 1.01027270 -0.00248214
123 3.09949559 3.15675651 0.00886190 -0.00986926 0.01763259 1.01027270 -0.00248214
124 3.09949559 3.15675651 0.00886190 -0.00986926 0.01763259 1.01027270 -0.00248214
125 3.29321406 3.23269616 0.00886843 -0.00779355 0.01772399 1.01550975 -0.00224838
126 3.29321406 3.23269616 0.00886843 -0.00779355 0.01772399 1.01550975 -0.00224838
127 3.29321406 3.30862946 0.00887677 -0.00914895 0.01780820 1.02033464 -0.00204789
128 3.29321406 3.30862946 0.00887677 -0.00914895 0.01780820 1.02033464 -0.00204789
129 3.29321406 3.30862946 0.00887677 -0.00914895 0.01780820 1.02033464 -0.00204789
130 3.29321406 3.38455921 0.00888981 -0.01052090 0.01788285 1.02461183 -0.00190544
131 3.29321406 3.38455921 0.00888981 -0.01052090 0.01788285 1.02461183 -0.00190544
132 3.48693254 3.46048591 0.00890388 -0.00842674 0.01795176 1.02855989 -0.00178633
133 3.48693254 3.46048591 0.00890388 -0.00842674 0.01795176 1.02855989 -0.00178633
134 3.48693254 3.46048591 0.00890388 -0.00842674 0.01795176 1.02855989 -0.00178633
135 3.48693254 3.53640976 0.00891823 -0.00980714 0.01801589 1.03223432 -0.00168358
136 3.48693254 3.53640976 0.00891823 -0.00980714 0.01801589 1.03223432 -0.00168358
137 3.48693254 3.53640976 0.00891823 -0.00980714 0.01801589 1.03223432 -0.00168358
138 3.68065101 3.61233085 0.00893211 -0.00769473 0.01807619 1.03568922 -0.00158913
139 3.68065101 3.61233085 0.00893211 -0.00769473 0.01807619 1.03568922 -0.00158913
140 3.68065101 3.68824921 0.00894476 -0.00908004 0.01813362 1.03897978 -0.00149586
141 3.68065101 3.68824921 0.00894476 -0.00908004 0.01813362 1.03897978 -0.00149586
142 3.68065101 3.68824921 0.00894476 -0.00908004 0.01813362 1.03897978 -0.00149586
143 3.68065101 3.76416484 0.00895850 -0.01047472 0.01818627 1.04199680 -0.00142378
144 3.68065101 3.76416484 0.00895850 -0.01047472 0.01818627 1.04199680 -0.00142378
145 3.87436949 3.84007777 0.00897158 -0.00834369 0.01823606 1.04484926 -0.00135580
146 3.87436949 3.84007777 0.00897158 -0.00834369 0.01823606 1.04484926 -0.00135580
147 3.87436949 3.84007777 0.00897158 -0.00834369 0.01823606 1.04484926 -0.00135580
148 3.87436949 3.91598959 0.00898363 -0.00974196 0.01828345 1.04756479 -0.00128891
149 3.87436949 3.91598959 0.00898363 -0.00974196 0.01828345 1.04756479 -0.00128891
150 3.87436949 3.91598959 0.00898363 -0.00974196 0.01828345 1.04756479 -0.00128891
151 4.06808796 3.99189710 0.00899483 -0.00759580 0.01832846 1.05014329 -0.00122355
152 4.06808796 3.99189710 0.00899483 -0.00759580 0.01832846 1.05014329 -0.00122355
153 4.06808796 4.06780190 0.00900593 -0.00899803 0.01837059 1.05255744 -0.00116657
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134
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