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PythonAI算法

ROS 2 自主导航机器人系统架构与 SLAM 实践

详解 ROS 2 自主导航系统核心架构,涵盖 SLAM 建图、里程计计算、地图管理、路径规划及运动控制模块。通过 Cartographer 配置、差动驱动里程计实现、Dijkstra 全局规划及 PID 控制器编写,展示从零搭建导航系统的完整流程。重点解析贝叶斯滤波模型、坐标变换及实时控制循环设计,为机器人感知与决策提供工程化落地方案。

AiEngineer发布于 2026/4/10更新于 2026/7/2430 浏览

ROS 2 自主导航机器人系统架构与 SLAM

构建完整的自主导航系统,关键在于打通从建图到导航的端到端流程。自主导航涉及感知、建图、规划与控制四大核心环节:

  • 感知:LIDAR 扫描、里程计数据获取
  • 建图:利用 SLAM 技术建立环境地图
  • 规划:生成无碰撞路径
  • 控制:执行运动命令

下面我们从零开始,逐步搭建一个完整的导航系统。

一、自主导航系统架构

1.1 完整的系统架构

硬件层负责底层驱动,包括轮式编码器、驱动电机及激光雷达(如 RPLidar/Velodyne)。控制模块处理 PID 控制和紧急停止安全监督。规划模块分为全局规划(Dijkstra/A*)和局部规划(DWA/TEB),并进行可行性检查。感知模块则负责扫描匹配、里程计计算及地图维护。

1.2 数据流和时间轴

实时控制循环通常维持在 10-100Hz。传感器采样约需 1ms,数据融合 10ms,位姿估计 5ms,地图更新 15ms,路径规划 20ms,轨迹生成 5ms,电机控制 1ms。总耗时约 60ms,对应频率约为 16Hz。

二、SLAM(同步定位与建图)

2.1 SLAM 的数学模型

状态表示通常为:

$$x_t = {p_t, \theta_t, m}$$

其中 $p_t = (x_t, y_t)$ 为机器人位置,$\theta_t$ 为方向,$m$ 为环境地图。贝叶斯滤波模型可描述为:

$$p(x_t, m | z_{1:t}, u_{1:t}) \propto p(z_t | x_t, m) \cdot p(x_t | x_{t-1}, u_t) \cdot p(x_{t-1}, m | z_{1:t-1}, u_{1:t-1})$$

2.2 安装 SLAM 包

这里以 Cartographer 为例,也可以使用 SLAM Toolbox 或 hector_slam。

sudo apt install ros-humble-cartographer
sudo apt install ros-humble-cartographer-ros
# 或安装 SLAM Toolbox
sudo apt install ros-humble-slam-toolbox

2.3 Cartographer SLAM 配置

创建 cartographer_robot.launch.py 文件来启动节点:

from launch import LaunchDescription
from launch_ros.actions import Node
from launch.actions import IncludeLaunchDescription
from launch.launch_description_sources import PythonLaunchDescriptionSource
import os
from ament_index_python.packages import get_package_share_directory

def ():
    cartographer_dir = get_package_share_directory()
     LaunchDescription([
        
        Node(
            package=,
            executable=,
            name=,
            parameters=[
                {: },
                {: },
                {: },
                {: }
            ]
        ),
        
        Node(
            package=,
            executable=,
            name=,
            output=,
            parameters=[{: }],
            arguments=[, os.path.join(cartographer_dir, ),
                       , ],
            remappings=[(, ), (, )]
        ),
        
        Node(
            package=,
            executable=,
            name=,
            output=,
            parameters=[{: }]
        ),
        
        Node(
            package=,
            executable=,
            arguments=[, , , , , , , ]
        )
    ])
generate_launch_description
'cartographer_ros'
return
# LIDAR 驱动
'rplidar_ros'
'rplidar_composition'
'lidar_driver'
'serial_port'
'/dev/ttyUSB0'
'serial_baudrate'
115200
'frame_id'
'laser'
'angle_compensate'
True
# SLAM 节点
'cartographer_ros'
'cartographer_node'
'cartographer_node'
'screen'
'use_sim_time'
False
'-configuration_directory'
'configuration_files'
'-configuration_basename'
'backpack_2d.lua'
'/scan'
'/scan'
'/imu'
'/imu/data'
# 后端优化
'cartographer_ros'
'cartographer_occupancy_grid_node'
'cartographer_occupancy_grid_node'
'screen'
'use_sim_time'
False
# 变换广播
'tf2_ros'
'static_transform_publisher'
'0'
'0'
'0.1'
'0'
'0'
'0'
'base_link'
'laser'

2.4 SLAM 配置文件 (Lua)

创建 backpack_2d.lua 定义行为参数:

-- Cartographer 2D SLAM 配置
include "map_builder.lua"
include "trajectory_builder.lua"

options = {
    map_builder = MAP_BUILDER,
    trajectory_builder = TRAJECTORY_BUILDER,
    map_frame = "map",
    tracking_frame = "base_link",
    published_frame = "base_link",
    odom_frame = "odom",
    provide_odom_frame = true,
    publish_frame_projected_to_2d = false,
    use_odometry = true,
    use_nav_sat = false,
    use_landmarks = false,
    num_laser_scans = 1,
    num_multi_echo_laser_scans = 0,
    num_subdivisions_per_laser_scan = 1,
    num_point_clouds = 0,
    lookup_transform_timeout_sec = 0.2,
    submap_publish_period_sec = 0.3,
    pose_publish_period_sec = 5e-2,
    trajectory_publish_period_sec = 30e-2,
    rangefinder_sampling_ratio = 1.,
    odometry_sampling_ratio = 1.,
    fixed_frame_pose_sampling_ratio = 1.,
    imu_sampling_ratio = 1.,
    landmarks_sampling_ratio = 1.,
}

MAP_BUILDER.use_trajectory_builder_2d = true
TRAJECTORY_BUILDER_2D.use_imu_data = false
TRAJECTORY_BUILDER_2D.motion_filter.max_time_seconds = 5.0

return options

三、里程计和位姿估计

3.1 实现里程计节点

我们需要编写一个 Python 节点来处理编码器数据并发布里程计消息。这里使用差动驱动运动学模型。

#!/usr/bin/env python3
""" 轮式里程计节点 - 计算位置和速度 """
import rclpy
from rclpy.node import Node
from nav_msgs.msg import Odometry
from geometry_msgs.msg import TransformStamped, Pose, Twist
from tf2_ros import TransformBroadcaster
from std_msgs.msg import Float64
import math
import numpy as np

class OdometryNode(Node):
    def __init__(self):
        super().__init__('odometry_node')
        # 机器人参数
        self.declare_parameter('wheel_radius', 0.033)
        self.declare_parameter('wheel_separation', 0.16)
        self.declare_parameter('encoder_resolution', 360)
        
        self.wheel_radius = self.get_parameter('wheel_radius').value
        self.wheel_separation = self.get_parameter('wheel_separation').value
        self.encoder_resolution = self.get_parameter('encoder_resolution').value
        
        # 状态
        self.x = 0.0
        self.y = 0.0
        self.theta = 0.0
        self.prev_left_count = 0
        self.prev_right_count = 0
        self.prev_time = self.get_clock().now()
        
        # 发布者
        self.odom_pub = self.create_publisher(Odometry, '/odom', 10)
        self.tf_broadcaster = TransformBroadcaster(self)
        
        # 订阅编码器
        self.left_sub = self.create_subscription(Float64, '/encoder/left', self.left_callback, 10)
        self.right_sub = self.create_subscription(Float64, '/encoder/right', self.right_callback, 10)

    def left_callback(self, msg):
        """左轮编码器回调"""
        self.left_count = msg.data
        self.update_odometry()

    def right_callback(self, msg):
        """右轮编码器回调"""
        self.right_count = msg.data
        self.update_odometry()

    def update_odometry(self):
        """更新里程计"""
        current_time = self.get_clock().now()
        dt = (current_time - self.prev_time).nanoseconds / 1e9
        if dt < 0.001:
            return

        # 计算轮子转动距离
        delta_left = (self.left_count - self.prev_left_count) * \
                     (2 * math.pi * self.wheel_radius / self.encoder_resolution)
        delta_right = (self.right_count - self.prev_right_count) * \
                      (2 * math.pi * self.wheel_radius / self.encoder_resolution)

        # 差动驱动运动学
        delta_s = (delta_left + delta_right) / 2.0
        delta_theta = (delta_right - delta_left) / self.wheel_separation

        # 更新位置
        if abs(delta_theta) < 1e-6:
            self.x += delta_s * math.cos(self.theta)
            self.y += delta_s * math.sin(self.theta)
        else:
            r = delta_s / delta_theta
            self.x += r * (math.sin(self.theta + delta_theta) - math.sin(self.theta))
            self.y += r * (math.cos(self.theta) - math.cos(self.theta + delta_theta))
            self.theta += delta_theta

        # 计算速度
        linear_vel = delta_s / dt if dt > 0 else 0.0
        angular_vel = delta_theta / dt if dt > 0 else 0.0

        # 发布里程计
        self.publish_odometry(linear_vel, angular_vel, current_time)
        # 发布变换
        self.publish_transform(current_time)

        # 更新记录
        self.prev_left_count = self.left_count
        self.prev_right_count = self.right_count
        self.prev_time = current_time

    def publish_odometry(self, linear_vel, angular_vel, current_time):
        """发布里程计消息"""
        odom = Odometry()
        odom.header.stamp = current_time.to_msg()
        odom.header.frame_id = 'odom'
        odom.child_frame_id = 'base_link'
        
        odom.pose.pose.position.x = self.x
        odom.pose.pose.position.y = self.y
        odom.pose.pose.position.z = 0.0
        
        qx, qy, qz, qw = self.euler_to_quaternion(0, 0, self.theta)
        odom.pose.pose.orientation.x = qx
        odom.pose.pose.orientation.y = qy
        odom.pose.pose.orientation.z = qz
        odom.pose.pose.orientation.w = qw

        odom.twist.twist.linear.x = linear_vel
        odom.twist.twist.angular.z = angular_vel
        self.odom_pub.publish(odom)

    def publish_transform(self, current_time):
        """发布 odom 到 base_link 的变换"""
        t = TransformStamped()
        t.header.stamp = current_time.to_msg()
        t.header.frame_id = 'odom'
        t.child_frame_id = 'base_link'
        t.transform.translation.x = self.x
        t.transform.translation.y = self.y
        t.transform.translation.z = 0.0
        
        qx, qy, qz, qw = self.euler_to_quaternion(0, 0, self.theta)
        t.transform.rotation.x = qx
        t.transform.rotation.y = qy
        t.transform.rotation.z = qz
        t.transform.rotation.w = qw
        self.tf_broadcaster.sendTransform(t)

    @staticmethod
    def euler_to_quaternion(roll, pitch, yaw):
        """欧拉角转四元数"""
        cy = math.cos(yaw * 0.5)
        sy = math.sin(yaw * 0.5)
        cp = math.cos(pitch * 0.5)
        sp = math.sin(pitch * 0.5)
        cr = math.cos(roll * 0.5)
        sr = math.sin(roll * 0.5)
        
        qw = cr * cp * cy + sr * sp * sy
        qx = sr * cp * cy - cr * sp * sy
        qy = cr * sp * cy + sr * cp * sy
        qz = cr * cp * sy - sr * sp * cy
        return qx, qy, qz, qw

def main(args=None):
    rclpy.init(args=args)
    node = OdometryNode()
    rclpy.spin(node)
    rclpy.shutdown()

if __name__ == '__main__':
    main()

四、地图和成本地图

4.1 静态地图加载

我们需要将图像格式的地图转换为占用网格(Occupancy Grid)并发布。

#!/usr/bin/env python3
""" 地图服务器节点 """
import rclpy
from rclpy.node import Node
from nav_msgs.srv import GetMap
from nav_msgs.msg import OccupancyGrid
import cv2
import numpy as np

class MapServer(Node):
    def __init__(self):
        super().__init__('map_server')
        # 加载地图图像
        map_image = cv2.imread('map.pgm', cv2.IMREAD_GRAYSCALE)
        # 创建占用网格
        self.occupancy_grid = self.create_occupancy_grid(map_image)
        # 创建地图服务
        self.srv = self.create_service(GetMap, '/static_map', self.get_map_callback)
        # 发布地图话题
        self.pub = self.create_publisher(OccupancyGrid, '/map', 1, transient_local=True)
        self.pub.publish(self.occupancy_grid)

    def create_occupancy_grid(self, image):
        """将图像转换为占用网格"""
        grid = OccupancyGrid()
        grid.header.frame_id = 'map'
        # 分辨率(米/像素)
        grid.info.resolution = 0.05
        grid.info.width = image.shape[1]
        grid.info.height = image.shape[0]
        # 原点(左下角)
        grid.info.origin.position.x = 0.0
        grid.info.origin.position.y = 0.0
        
        data = []
        for row in reversed(image):
            for pixel in row:
                # 0 = 自由,100 = 占用,-1 = 未知
                occupancy = 100 if pixel < 128 else 0
                data.append(occupancy)
        grid.data = data
        return grid

    def get_map_callback(self, request, response):
        """处理获取地图请求"""
        response.map = self.occupancy_grid
        return response

def main(args=None):
    rclpy.init(args=args)
    node = MapServer()
    rclpy.spin(node)
    rclpy.shutdown()

if __name__ == '__main__':
    main()

五、路径规划和导航

5.1 Dijkstra 全局规划

全局规划器负责在已知地图上寻找最短路径。这里使用 Dijkstra 算法实现。

#!/usr/bin/env python3
""" 全局路径规划器 - Dijkstra 算法 """
import rclpy
from rclpy.node import Node
from nav_msgs.msg import Path, OccupancyGrid
from geometry_msgs.msg import PoseStamped
from std_srvs.srv import Empty
import numpy as np
import heapq

class GlobalPlanner(Node):
    def __init__(self):
        super().__init__('global_planner')
        # 订阅地图和目标
        self.map_sub = self.create_subscription(OccupancyGrid, '/map', self.map_callback, 1)
        self.goal_sub = self.create_subscription(PoseStamped, '/goal_pose', self.goal_callback, 10)
        # 发布路径
        self.path_pub = self.create_publisher(Path, '/planned_path', 10)
        self.map = None
        self.goal = None

    def map_callback(self, msg):
        """地图更新回调"""
        self.map = msg

    def goal_callback(self, msg):
        """目标更新回调"""
        if self.map is None:
            return
        path = self.plan_path(msg)
        if path:
            self.path_pub.publish(path)

    def plan_path(self, goal_pose):
        """Dijkstra 路径规划"""
        start = self.get_start_pos()
        goal = self.pose_to_grid(goal_pose)
        if start is None or goal is None:
            return None

        path_grid = self.dijkstra(start, goal)
        if not path_grid:
            self.get_logger().warn('无法规划路径')
            return None

        # 转换为 Path 消息
        path_msg = Path()
        path_msg.header.frame_id = 'map'
        path_msg.header.stamp = self.get_clock().now().to_msg()
        for grid_pos in path_grid:
            pose = PoseStamped()
            pose.header.frame_id = 'map'
            x, y = self.grid_to_world(grid_pos)
            pose.pose.position.x = x
            pose.pose.position.y = y
            pose.pose.orientation.w = 1.0
            path_msg.poses.append(pose)
        return path_msg

    def dijkstra(self, start, goal):
        """Dijkstra 最短路径算法"""
        grid_array = np.array(self.map.data).reshape(self.map.info.height, self.map.info.width)
        # 优先队列:(成本,x, y)
        pq = [(0, start[0], start[1])]
        visited = set()
        parent = {}
        cost = {start: 0}

        while pq:
            current_cost, x, y = heapq.heappop(pq)
            if (x, y) in visited:
                continue
            visited.add((x, y))
            if (x, y) == goal:
                # 重建路径
                path = []
                current = goal
                while current in parent:
                    path.append(current)
                    current = parent[current]
                path.append(start)
                return path[::-1]

            # 探索邻域
            for dx, dy in [(0, 1), (1, 0), (0, -1), (-1, 0)]:
                nx, ny = x + dx, y + dy
                if 0 <= nx < self.map.info.width and 0 <= ny < self.map.info.height:
                    # 检查障碍
                    if grid_array[ny, nx] > 50:
                        continue
                    new_cost = current_cost + 1
                    if (nx, ny) not in cost or new_cost < cost[(nx, ny)]:
                        cost[(nx, ny)] = new_cost
                        parent[(nx, ny)] = (x, y)
                        heapq.heappush(pq, (new_cost, nx, ny))
        return None

    def get_start_pos(self):
        """获取机器人起点 - 从 TF 查询"""
        # 这里简化为返回地图中心
        return (int(self.map.info.width / 2), int(self.map.info.height / 2))

    def pose_to_grid(self, pose):
        """世界坐标转网格坐标"""
        x = int((pose.pose.position.x - self.map.info.origin.position.x) / self.map.info.resolution)
        y = int((pose.pose.position.y - self.map.info.origin.position.y) / self.map.info.resolution)
        if 0 <= x < self.map.info.width and 0 <= y < self.map.info.height:
            return (x, y)
        return None

    def grid_to_world(self, grid_pos):
        """网格坐标转世界坐标"""
        x = grid_pos[0] * self.map.info.resolution + self.map.info.origin.position.x
        y = grid_pos[1] * self.map.info.resolution + self.map.info.origin.position.y
        return x, y

def main(args=None):
    rclpy.init(args=args)
    node = GlobalPlanner()
    rclpy.spin(node)
    rclpy.shutdown()

if __name__ == '__main__':
    main()

六、运动控制器

6.1 差动驱动运动控制

最后一步是运动控制,这里使用简单的 P 控制器进行路径跟踪。

#!/usr/bin/env python3
""" 运动控制器 - PID 控制差动驱动 """
import rclpy
from rclpy.node import Node
from geometry_msgs.msg import Twist, PoseStamped
from nav_msgs.msg import Path
from sensor_msgs.msg import Imu
import math

class MotionController(Node):
    def __init__(self):
        super().__init__('motion_controller')
        # PID 参数
        self.declare_parameter('linear_kp', 1.0)
        self.declare_parameter('linear_ki', 0.1)
        self.declare_parameter('linear_kd', 0.05)
        self.declare_parameter('angular_kp', 2.0)
        
        self.kp_linear = self.get_parameter('linear_kp').value
        self.ki_linear = self.get_parameter('linear_ki').value
        self.kd_linear = self.get_parameter('linear_kd').value
        self.kp_angular = self.get_parameter('angular_kp').value
        
        # 状态
        self.current_pose = None
        self.path = None
        self.path_index = 0
        self.prev_error = 0.0
        self.integral_error = 0.0
        
        # 发布速度命令
        self.vel_pub = self.create_publisher(Twist, '/cmd_vel', 10)
        
        # 订阅
        self.path_sub = self.create_subscription(Path, '/planned_path', self.path_callback, 10)
        self.pose_sub = self.create_subscription(PoseStamped, '/robot_pose', self.pose_callback, 10)
        
        # 控制循环
        self.control_timer = self.create_timer(0.1, self.control_loop)

    def path_callback(self, msg):
        """路径更新"""
        self.path = msg
        self.path_index = 0

    def pose_callback(self, msg):
        """位置更新"""
        self.current_pose = msg.pose

    def control_loop(self):
        """主控制循环"""
        if self.current_pose is None or self.path is None:
            return

        # 获取当前目标点
        if self.path_index >= len(self.path.poses):
            cmd = Twist()
            self.vel_pub.publish(cmd)
            return

        target_pose = self.path.poses[self.path_index].pose
        
        # 计算距离和角度误差
        dx = target_pose.position.x - self.current_pose.position.x
        dy = target_pose.position.y - self.current_pose.position.y
        distance = math.sqrt(dx**2 + dy**2)
        
        # 当距离小于阈值时,移到下一个路径点
        if distance < 0.1:
            self.path_index += 1
            return

        # 计算目标角度
        target_angle = math.atan2(dy, dx)
        current_angle = self.get_yaw_from_quaternion(self.current_pose.orientation)
        angle_error = self.normalize_angle(target_angle - current_angle)

        # PID 控制线性速度
        linear_cmd = self.kp_linear * distance
        # P 控制角速度
        angular_cmd = self.kp_angular * angle_error
        
        # 限制速度
        linear_cmd = max(-0.5, min(0.5, linear_cmd))
        angular_cmd = max(-1.0, min(1.0, angular_cmd))

        # 发送命令
        cmd = Twist()
        cmd.linear.x = linear_cmd
        cmd.angular.z = angular_cmd
        self.vel_pub.publish(cmd)

    @staticmethod
    def get_yaw_from_quaternion(q):
        """从四元数提取 yaw 角"""
        yaw = math.atan2(2.0 * (q.w * q.z + q.x * q.y), 1.0 - 2.0 * (q.y**2 + q.z**2))
        return yaw

    @staticmethod
    def normalize_angle(angle):
        """标准化角度到 [-pi, pi]"""
        while angle > math.pi:
            angle -= 2 * math.pi
        while angle < -math.pi:
            angle += 2 * math.pi
        return angle

def main(args=None):
    rclpy.init(args=args)
    node = MotionController()
    rclpy.spin(node)
    rclpy.shutdown()

if __name__ == '__main__':
    main()

七、完整的 Launch 文件和部署

7.1 导航系统总 Launch 文件

将所有节点整合到一个 Launch 文件中方便管理:

from launch import LaunchDescription
from launch_ros.actions import Node
from launch.actions import IncludeLaunchDescription
import os

def generate_launch_description():
    return LaunchDescription([
        # 硬件驱动层
        Node(
            package='rplidar_ros',
            executable='rplidar_composition',
            name='lidar_driver',
            parameters=[
                {'serial_port': '/dev/ttyUSB0'},
                {'frame_id': 'laser'}
            ]
        ),
        # 感知层
        Node(
            package='my_navigation',
            executable='odometry_node',
            name='odometry',
            parameters=[
                {'wheel_radius': 0.033},
                {'wheel_separation': 0.16}
            ]
        ),
        Node(
            package='cartographer_ros',
            executable='cartographer_node',
            name='slam'
        ),
        # 规划层
        Node(
            package='my_navigation',
            executable='global_planner',
            name='global_planner'
        ),
        # 控制层
        Node(
            package='my_navigation',
            executable='motion_controller',
            name='motion_controller',
            parameters=[
                {'linear_kp': 1.0},
                {'angular_kp': 2.0}
            ]
        ),
        # RViz 可视化
        Node(
            package='rviz2',
            executable='rviz2',
            name='rviz2',
            arguments=['-d', 'navigation.rviz']
        )
    ])

八、本项目要点总结

  • SLAM 建图:Cartographer 或 SLAM Toolbox,支持扫描匹配和回环检测。
  • 里程计计算:基于差动驱动运动学,处理编码器数据。
  • 路径规划:Dijkstra 全局规划,栅格地图表示。
  • 运动控制:PID 控制器,线性和角速度命令输出。
  • 系统集成:多节点协作,保证实时性。

掌握这套系统,就掌握了机器人的核心导航能力。后续可以进一步引入局部规划器(如 TEB)和优化 SLAM 精度。

目录

  1. ROS 2 自主导航机器人系统架构与 SLAM
  2. 一、自主导航系统架构
  3. 1.1 完整的系统架构
  4. 1.2 数据流和时间轴
  5. 二、SLAM(同步定位与建图)
  6. 2.1 SLAM 的数学模型
  7. 2.2 安装 SLAM 包
  8. 或安装 SLAM Toolbox
  9. 2.3 Cartographer SLAM 配置
  10. 2.4 SLAM 配置文件 (Lua)
  11. 三、里程计和位姿估计
  12. 3.1 实现里程计节点
  13. 四、地图和成本地图
  14. 4.1 静态地图加载
  15. 五、路径规划和导航
  16. 5.1 Dijkstra 全局规划
  17. 六、运动控制器
  18. 6.1 差动驱动运动控制
  19. 七、完整的 Launch 文件和部署
  20. 7.1 导航系统总 Launch 文件
  21. 八、本项目要点总结
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