DocumentCode
66724
Title
Safety Verification of Automated Driving Systems
Author
Kianfar, Roozbeh ; Falcone, Paolo ; Fredriksson, Jonas
Author_Institution
Dept. of Signals & Syst., Chalmers Univ. of Technol., Göteborg, Sweden
Volume
5
Issue
4
fYear
2013
fDate
winter 2013
Firstpage
73
Lastpage
86
Abstract
In this paper, a set based approach is presented for safety verification and performance analysis of automated driving systems. As an example, reachability analysis technique is used to study the minimum required safe inter-vehicle distance for two given adaptive cruise controllers, a state feedback and a state feedback/feedforward controller designed based on mixed d H2/3 control. Not surprisingly, the results indicate that a shorter inter-vehicle distance can be achieved when a feedforward term used in the controller. In addition, we show how backward reachability analysis and invariant set theory can be used to find the Maximal Admissible Safe Set. This is defined as the set of position error, relative speeds and acceleration, which a given controller is guaranteed to control to the desired speed and inter-vehicle distance, while fulfilling vehicle physical constraints and avoiding rear-end collisions with the preceding vehicle. The calculation of the Maximal Admissible Safe Set is demonstrated for the two aforementioned controllers. Furthermore, the presented verification method is extended to account for the case of vehicle model with polytopic uncertainties and delay. The results on the reachability analysis are verified experimentally using an emergency braking scenario.
Keywords
adaptive control; braking; delays; feedforward; mobile robots; position control; reachability analysis; road safety; road vehicles; set theory; state feedback; adaptive cruise controllers; automated driving systems; backward reachability analysis; delay; emergency braking scenario; feedforward controller; invariant set theory; maximal admissible safe set; minimum required safe intervehicle distance; mixed H2-H∞ control; performance analysis; polytopic uncertainties; position error; reachability analysis technique; rear-end collisions; relative speeds; safety verification; set based approach; state feedback; vehicle physical constraints; Acceleration; Intelligent vehicles; Mathematical model; Performance analysis; Reachability analysis; Safety; State feedback; Vehicle dynamics;
fLanguage
English
Journal_Title
Intelligent Transportation Systems Magazine, IEEE
Publisher
ieee
ISSN
1939-1390
Type
jour
DOI
10.1109/MITS.2013.2278405
Filename
6646342
Link To Document