Variable Boundary Estimation for Autonomous Vehicle Path Planning
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Solution Overview
Problem
Current path planning systems for autonomous vehicles face challenges in efficiently generating paths that balance passenger comfort, safety, and collision avoidance while maintaining proximity to the lane centerline and avoiding obstacles with a buffer, especially in dynamic environments.
Innovation Solution
The system employs a method for variable boundary estimation using a vehicle kinematic model, incorporating vehicle parameters and sensor data to determine optimal paths that account for drivability, comfort, and obstacle avoidance, by converting vehicle configurations from Cartesian to Frenet frames and using a perception and planning system to generate and optimize paths in the SL-coordinate system.
Engineering Contradictions & Design Principles
Engineering Contradiction Analysis
1Reliability
If the vehicle maintains a buffer distance from obstacles to ensure safety, then collision avoidance is improved, but the path may deviate from the lane centerline
Solution Approach 1:
The cost function applies different weighting factors to different spatial regions: higher weight for lane centerline adherence in open areas, and higher weight for obstacle buffer maintenance when obstacles are detected. This local adaptation resolves the contradiction by prioritizing different objectives in different contexts.
Solution Approach 2:
The path planning system dynamically adjusts the cost function parameters based on real-time environmental conditions, obstacle positions, and vehicle state. The weighting between lane centerline proximity and obstacle buffer distance is not fixed but adapts dynamically, allowing the system to resolve the contradiction based on current driving context.
2Reliability
If the path planning considers multiple factors including comfort and safety, then path quality is improved, but the computational complexity increases
Solution Approach 1:
The system uses a continuous cost function with adjustable parameters (weighting factors) that can be tuned to balance different objectives. By changing parameters rather than implementing complex discrete decision logic, the system achieves high-quality path planning with manageable computational complexity.
Solution Approach 2:
The patent replaces complex mechanical decision-making systems with a mathematical cost function evaluation approach. Instead of using multiple separate algorithms for different path constraints, a unified cost function evaluates all factors simultaneously, reducing overall system complexity while maintaining comprehensive path quality assessment.
3Ease of operation
If the vehicle follows the lane centerline closely for smooth paths, then passenger comfort is improved, but the ability to maintain buffer from obstacles is reduced
Solution Approach 1:
The cost function applies different weighting factors to different spatial regions: higher weight for lane centerline adherence in open areas, and higher weight for obstacle buffer maintenance when obstacles are detected. This local adaptation resolves the contradiction by prioritizing different objectives in different contexts.
Solution Approach 2:
The path planning system dynamically adjusts the cost function parameters based on real-time environmental conditions, obstacle positions, and vehicle state. The weighting between lane centerline proximity and obstacle buffer distance is not fixed but adapts dynamically, allowing the system to resolve the contradiction based on current driving context.
Data Source
AI summary
In one embodiment, a method of generating a path for an autonomous driving vehicle (ADV) is disclosed. The method includes obtaining vehicle configuration of the ADV. The vehicle configuration includes a longitudinal state of the ADV and a lateral state of the ADV relative to a discretized point along a reference line. The method further includes estimating one or more boundaries for the lateral state of the ADV with respect to the longitudinal state of the ADV. The estimation of the boundaries includes obtaining vehicle parameters and sensor data of the ADV, using a vehicle kinematic model to estimate the boundaries based on the vehicle parameters and the sensor data, and outputting the estimated boundaries. The method further includes generating an optimal path to control the ADV based on the vehicle configuration and the estimated boundaries.


