パーティクルフィルタを活用した自己位置推定を行うノード

マップを使用して自己位置を補正する

map_serverから取得したマップと、LiDARから取得した360度のスキャンデータから自己位置を推定し、マップ上のどこにいるかの座標情報の/tfトピックを出す。

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パラメータ

パラメータ名と普段の設定 説明
<param name="min_particles" value="500"/> パーティクルフィルタで使用するパーティクル数の最小値
<param name="max_particles" value="3000"/> パーティクルフィルタで使用するパーティクル数の最大値
<param name="kld_err" value="0.02"/> 真値と推定値との誤差
<param name="update_min_d" value="0.20"/> update_min_d[m]前進する毎にフィルタをアップデート(同じ姿勢で度々パーディクルの尤度が更新されることを防ぐため)
<param name="update_min_a" value="0.20"/> update_min_a[rad]回転する毎にフィルタをアップデート(同じ姿勢で度々パーディクルの尤度が更新されることを防ぐため)
<param name="resample_interval" value="1"/> パーティクルをリサンプルする間隔。パーティクルフィルタでは、各パーティクルの尤度にある程度のばらつきが生じた時点でリサンプリングが行われる(その際に、尤度が低いパーティクルが消去される)
<param name="transform_tolerance" value="0.5"/> センサデータやtfなどのtimestampと現在時刻とのズレの許容範囲 センサデータの更新が無い場合には処理が停止してしまうのではないかと思われる[sec]
<param name="recovery_alpha_slow" value="0.00"/> ランダムパーティクルをばら撒くことでのリカバリを試みる。0.0で無効に ROS Wikiでの推奨値は0.001
<param name="recovery_alpha_fast" value="0.00"/> ランダムパーティクルをばら撒くことでのリカバリを試みる。0.0で無効に ROS Wikiでの推奨値は0.1
<param name="initial_pose_x" value="0.0"/>
<param name="initial_pose_y" value="0.0"/>
<param name="initial_pose_a" value="0.0"/>
ロボットの初期姿勢 x, y, yaw
<param name="gui_publish_rate" value="50.0"/> rviz等で可視化するためにpublishされるトピックの周波数[Hz]
LiDARによる尤度更新に関するパラメータ
<remap from="scan" to="scan"/> スキャントピック名の指定
<param name="laser_max_range" value="3.5"/> 最大スキャン範囲
<param name="laser_max_beams" value="180"/> フィルタの更新時に各スキャンでどのように多くの等間隔のビームが使用される
<param name="laser_z_hit" value="0.5"/> Laserが地図に記載されている障害物に正しくhitし、その距離を観測する確率
<param name="laser_z_short" value="0.05"/> 地図にはない障害物を検出して、地図とロボットの現在姿勢から導き出される想定観測距離よりも短い計測値を観測する確率
<param name="laser_z_max" value="0.05"/> レーザの反射光を受信できない等の計測失敗により、計測値が計測可能レンジの最大値をとってしまう確率
<param name="laser_z_rand" value="0.5"/> 原因不明のランダムな雑音が発生する確率
<param name="laser_sigma_hit" value="0.2"/> レーザが正しい値を計測するとき、その計測値の分布をガウス分布で表現する その時の分散の値
<param name="laser_lambda_short" value="0.1"/> レーザが地図に無い障害物などにより正しい値よりも低い値を取るとき、その確率の分布は指数関数を表す(ロボットに近い物体を検出する確率が高く、ロボットから遠い物体を検出する確率は低い)その指数関数の形状を決定する変数
<param name="laser_likelihood_max_dist" value="2.0"/> 最大距離はlikelihood_fieldモデルで使用するために、地図上に障害物インフレを行うため
<param name="laser_model_type" value="likelihood_field"/> どのモデルを使用すると、ビームまたはlikelihood_fieldどちらか
ロボットの移動モデルについてのパラメータ
<param name="odom_model_type" value="diff"/> オドメトリのデータタイプ ”diff”, “omni”, “diff-corrected” or “omni-corrected”のタイプがある
<param name="odom_alpha1" value="0.1"/> ロボットの回転運動によるオドメトリの回転成分のズレ
<param name="odom_alpha2" value="0.1"/> ロボットの回転運動によるオドメトリの並進成分のズレ
<param name="odom_alpha3" value="0.1"/> ロボットの並進運動によるオドメトリの並進成分のズレ
<param name="odom_alpha4" value="0.1"/> ロボットの並進運動によるオドメトリの回転成分のズレ
<param name="odom_frame_id" value="odom"/> オドメトリのデータのトピック名の指定
<param name="base_frame_id" value="base_link"/> ロボットの足元のframe

参考サイト

ROSのナビゲーションamclについて理解を深めてみる – MY ROBOTICS

NavigationStack - amcl