Fast and Safe Aerial Payload Transport in Urban Areas

06/21/2022
by   Aeris El Asslouj, et al.
0

This paper studies the problem of fast and safe aerial payload transport by a single quadcopter in urban areas. The quadcopter payload system (QPS) is considered as a rigid body and modeled with a nonlinear dynamics. The urban area is modeled as an obstacle-laden environment with obstacle geometries obtained by incorporating realistic LIDAR data. Our approach for payload transport is decomposed into high-level motion planning and low-level trajectory control. For the low-level trajectory tracking, a feedback linearization control is applied to stably track the desired trajectory of the quadcopter. For high-level motion planning, we integrate A* search and polynomial planning to define a safe trajectory for the quadcopter assuring collision avoidance, boundedness of the quadcopter rotor speeds and tracking error, and fast arrival to a target destination from an arbitrary initial location.

READ FULL TEXT
research
02/25/2022

From Low to High Order Motion Planners: Safe Robot Navigation using Motion Prediction and Reference Governor

Safe navigation around obstacles is a fundamental challenge for highly d...
research
04/24/2021

KDF: Kinodynamic Motion Planning via Geometric Sampling-based Algorithms and Funnel Control

We integrate sampling-based planning techniques with funnel-based feedba...
research
06/05/2021

Trajectory Optimization of Chance-Constrained Nonlinear Stochastic Systems for Motion Planning and Control

We present gPC-SCP: Generalized Polynomial Chaos-based Sequential Convex...
research
01/25/2022

Real-Time Deployment of a Large-Scale Multi-Quadcopter System (MQS)

This paper presents a continuum mechanics-based approach for real-time d...
research
11/19/2020

Lidar-based exploration and discretization for mobile robot planning

In robotic applications, the control, and actuation deal with a continuo...
research
05/08/2017

Video Processing for Barycenter Trajectory Identification in Diving

The aim of this paper is to show a procedure for identify the barycentre...
research
01/24/2023

Topological Trajectory Prediction with Homotopy Classes

Trajectory prediction in a cluttered environment is key to many importan...

Please sign up or login with your details

Forgot password? Click here to reset