Dubins path refers to the shortest curve that connects two points in the two-dimensional Euclidean plane

Last update: Jan 20, 2022

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Overview

Dubins

Dubins path refers to the shortest curve that connects two points in the two-dimensional Euclidean plane (i.e. x-y plane) with a constraint on the curvature of the path and with prescribed initial and terminal tangents to the path, and an assumption that the vehicle traveling the path can only travel forward. If the vehicle can also travel in reverse, then the path follows the Reeds–Shepp curve.

The Dubins path is commonly used in the fields of robotics and control theory as a way to plan paths for wheeled robots, airplanes and underwater vehicles.

Wishlist / future

Implement continuous curvature

Car-like vehicles gradually increase and decrease their steering angle (sigma). Implementation should probably be based on a Euler spiral segment.

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Comments

Implement continuous curvature

Car-like vehicles gradually increase and decrease their steering angle (sigma). Implementation should probably be based on a Euler spiral segment.

Notes: Euler spiral Fresnel integral

opened by ESchouten 0

Owner

Erik Schouten

GitHub

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