采用SQP优化模型在笛卡尔坐标系下实现路径平滑,考虑曲率和运动学约束,通过泰勒展开处理参考点,提升路径平滑效果。【此简介由AI生成】
| 文件 | 最后提交记录 | 最后更新时间 |
|---|---|---|
| 3 年前 | ||
| 3 年前 | ||
| 3 年前 | ||
| 3 年前 | ||
| 3 年前 | ||
| 3 年前 | ||
| 3 年前 | ||
| 3 年前 | ||
| 3 年前 | ||
| 3 年前 | ||
| 3 年前 | ||
| 3 年前 | ||
| 3 年前 | ||
| 3 年前 | ||
| 3 年前 | ||
| 3 年前 |
path_smooth_with_kappa
This is used for smoothing path. SQP optimization model is established in Cartesian coordinate system.
State space:

In this repo, θ is the bias between the angle of reference point and decision variable. k is the curvature. In this model, speed is considered as an constant value, is therefore replaced by a constant distance ds.
- Objective function:

- Constraints:

In the kinematic model constrians, Taylor expansion is used based on reference points.
As shown in figure below, SQP is the smoothing result, where IHA* represents the original path.
