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Feasibility Analysis of Decentralized Control for CAVs at Signal-Free Intersections


Centrala begrepp
The author addresses the challenge of expanding the feasible domain of a decentralized control framework for coordinating connected and automated vehicles (CAVs) at signal-free intersections as traffic volume increases. The approach involves numerical interpolation to identify alternative trajectories for CAVs, extending the domain of feasible solutions.
Sammanfattning

The content discusses a decentralized control framework for managing CAVs at signal-free intersections, focusing on improving feasibility as traffic volume rises. It introduces an approach using numerical interpolation to expand the feasible trajectories of CAVs. The study provides conditions for deriving unconstrained trajectories and demonstrates real-time trajectory planning through numerical simulations. Key points include problem formulation, safety constraints, low-level optimization, upper-level optimization, theoretical results, implementation in CAVs, lateral and rear-end constraints, solution approach, and numerical simulations.

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Statistik
"In recent decades, society has witnessed a commendable effort towards improving emerging mobility systems." "It has been shown that the use of CAVs can lead to a safer traffic network, improve fuel consumption, and maximize throughput on the roads." "A decentralized optimal control framework that minimizes fuel consumption and maximizes the throughput of CAVs at signal-free intersections was reported in [16]." "The execution time for defining such polynomials using Problem 3 was 9 × 10−3 seconds with an Intel i9 processor with 64 GB RAM and a 3.4 GHz clock speed."
Citat
"The proposed approach employs numerical interpolation techniques to establish a feasible trajectory for CAVs crossing a signal-free intersection." "Our findings demonstrate that our approach can extend the feasibility domain and provide a real-time solution."

Viktiga insikter från

by Filippos N. ... arxiv.org 03-12-2024

https://arxiv.org/pdf/2403.05739.pdf
A Feasibility Analysis at Signal-Free Intersections

Djupare frågor

How can dynamically changing speed limits based on intersection traffic conditions enhance the feasibility of trajectory planning?

Dynamic changes in speed limits based on intersection traffic conditions can significantly enhance the feasibility of trajectory planning for connected and automated vehicles (CAVs). By adjusting speed limits in real-time according to the current traffic situation, CAVs can adapt their trajectories to navigate through intersections more efficiently. This adaptive approach allows vehicles to respond promptly to varying congestion levels, ensuring smoother flow and reducing the likelihood of bottlenecks. Furthermore, dynamic speed limit adjustments enable CAVs to maintain safe distances between vehicles, adhere to safety constraints, and optimize energy consumption. By regulating speeds based on real-time data such as vehicle density, road conditions, and pedestrian presence, CAVs can navigate intersections more effectively while minimizing delays and improving overall traffic flow. In essence, dynamically changing speed limits provide a flexible framework that aligns with the dynamic nature of traffic patterns at intersections. This proactive strategy enhances trajectory planning by promoting safer interactions between vehicles, optimizing travel times, and maximizing efficiency within complex urban environments.

What are potential strategies to address scenarios where feasible solutions are not viable due to highly congested environments?

In scenarios where feasible solutions are not achievable due to highly congested environments in interconnected transportation systems involving connected and automated vehicles (CAVs), several strategies can be implemented: Adaptive Control Strategies: Implementing adaptive control algorithms that adjust vehicle trajectories based on real-time data feedback from surrounding vehicles and infrastructure. These strategies allow CAVs to react dynamically to changing congestion levels while maintaining safety protocols. Preemptive Traffic Management: Utilizing preemptive traffic management techniques such as predictive analytics or machine learning models that anticipate congestion hotspots before they occur. By proactively rerouting or regulating vehicle flows in anticipation of high-density areas, these strategies help prevent gridlocks. Cooperative Maneuvers: Encouraging cooperative maneuvers among CAVs through communication protocols that facilitate collaborative decision-making processes during congested periods. Cooperative behaviors like platooning or coordinated merging can alleviate congestion by optimizing vehicle spacing and movement patterns. Advanced Intersection Design: Incorporating advanced intersection designs tailored for high-traffic volumes using features like dedicated lanes for autonomous vehicles or signal prioritization mechanisms that streamline vehicle movements through busy junctions efficiently. Policy Interventions: Enforcing regulatory policies that promote sustainable mobility practices such as carpooling incentives or congestion pricing schemes aimed at reducing single-occupancy trips during peak hours. By combining these strategies with innovative technologies like artificial intelligence-driven optimization algorithms or decentralized control frameworks specifically designed for dense traffic scenarios, it is possible to address challenges posed by highly congested environments effectively.

How might integrating lateral and rear-end constraints directly into polynomial coefficients impact trajectory planning efficiency?

Integrating lateral and rear-end constraints directly into polynomial coefficients within trajectory planning processes offers several benefits for enhancing efficiency: Constraint Adherence: By embedding lateral separation requirements between adjacent lanes directly into polynomial equations representing vehicle trajectories ensures strict compliance with safety regulations throughout each phase of motion. Real-Time Adjustments: The incorporation of rear-end constraints into polynomial coefficients enables continuous monitoring of inter-vehicle distances during acceleration or deceleration phases within intersections. 3 .Optimized Trajectories: Direct integration allows for optimized trajectories considering both lateral clearance needs at conflict points along intersecting paths as well as maintaining safe time headways between successive vehicles traveling along similar routes. 4 .Reduced Computational Overhead: Including these constraints within polynomial formulations streamlines computation processes by eliminating the need for separate constraint checks post-solution generation. 5 .Enhanced Safety Measures: The direct inclusion enhances safety measures by preventing violations related to lane encroachments or tailgating incidents commonly observed in dense traffic situations Overall ,integrating lateral and rear-end constraints directly into polynomial coefficients optimizes trajectory planning efficiency by ensuring precise adherence to safety guidelines ,streamlining computational procedures,and fostering enhanced collision avoidance capabilities across interconnected vehicular networks
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