2020
DOI: 10.1049/iet-its.2020.0355
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Bézier curve‐based trajectory planning for autonomous vehicles with collision avoidance

Abstract: This study proposes an effective trajectory planning algorithm based on the quartic Bézier curve and dangerous potential field for automatic vehicles. To generate collision‐free trajectories, potential field functions are introduced to evaluate the collision risk of path candidates. However, many studies on artificial potential field approaches primarily focus on static and straight roads, and attach less importance to more complex driving scenarios, such as curving roads. In this study, a novel method based o… Show more

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Cited by 52 publications
(35 citation statements)
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References 41 publications
(45 reference statements)
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“…The way-points are generated to address the different constraints related to the vehicles and the vehicle's environment. Different interpolation techniques were proposed that use, as a basis, the following curves: lines and circles, clothoids, polynomials, Bézier curves, and splines [100][101] [115][118][119][121]- [125]. The advantage of these techniques is their minimal computational cost [127].…”
Section: ) Interpolating Curve Plannersmentioning
confidence: 99%
“…The way-points are generated to address the different constraints related to the vehicles and the vehicle's environment. Different interpolation techniques were proposed that use, as a basis, the following curves: lines and circles, clothoids, polynomials, Bézier curves, and splines [100][101] [115][118][119][121]- [125]. The advantage of these techniques is their minimal computational cost [127].…”
Section: ) Interpolating Curve Plannersmentioning
confidence: 99%
“…We use a polynomial (19) to generate a collision-avoidance curve including the value of the optimal yaw ϕ re f and lateral coordinate ζ re f which are both the function of X, where p y1 ∼ p y5 , p ϕ1 ∼ p ϕ5 are fitting coefficients calculated by the predictive sequence Y n,k as shown in (18).…”
Section: Path Planning Controller Based On Nonlinear Mpcmentioning
confidence: 99%
“…The optimization problem expressed in Equation ( 26) is similar to the nMPC problem, where Y h,k − ζ ref,k represents the prediction sequence tracking error between current lateral displacement and the replanning path value obtained by (19), ∆u h,k is the prediction sequence of inputs' increment between (k − 1) th and k th sample. Under the constraints analyzed in Section 2, the optimal value of the MIQP problem shown in (26) can be calculated by the hMPC algorithm at each receding horizon.…”
Section: Path Tracking Controller Based On Hybrid Mpcmentioning
confidence: 99%
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“…A method based on the Frenet coordinate system is proposed under more complex driving scenarios such as curving roads. To balance the driving comfort ability and safety of the path candidate, a sequential quadratic programming algorithm is employed [12]. A scene-dependent B-spline parallel parking path planning algorithm meets vehicle kinematics model constraints well.…”
Section: Introductionmentioning
confidence: 99%