Influence of Inter-Vehicle Distance on the Aerodynamics of a Two-Truck Platoon
Journal article, 2021

The increasing importance of fuel and energy efficiency in transport combined with recent improvements in vehicle automation has renewed interest in the concept of platooning. Many studies so far have used very simplified models, thus, creating a need for understanding the flow behavior and the aerodynamic gains in more complex scenarios. This paper proposes a method of examining the aerodynamics of vehicles driving in close proximity using detailed European truck models and Computational Fluid Dynamics. The study was conducted using two trucks driving at inter-vehicle distances of 2.5 m to 20 m. A thorough numerical investigation was carried out and showed that the combined drag of the platoon had a continuous improvement with decreased distance between the vehicles. This was due to a significant drag improvement of the leading truck. This behavior originated from the increased base pressure induced by the presence of a close blockage behind it. The drag of the trailing truck showed an opposite behavior, that is, a moderate increase in drag with decreased inter-vehicle distance. This was a result of a decreased acceleration of the flow around the front edges and an increase in pressure in the tractor-trailer gap.

Cooling flow

Close proximity

Drag

Platooning

Trucks

Aerodynamics

CFD

Author

Johannes Törnell

Chalmers, Mechanics and Maritime Sciences (M2), Vehicle Engineering and Autonomous Systems

Simone Sebben

Chalmers, Mechanics and Maritime Sciences (M2), Vehicle Engineering and Autonomous Systems

David Söderblom

Scania CV AB

International Journal of Automotive Technology

1229-9138 (ISSN) 19763832 (eISSN)

Vol. 22 3 747-760

Aerodynamics of platoons with multiple vehicle types: an optimisation for future transportation systems

Swedish Energy Agency (2017-007896), 2018-01-02 -- 2021-12-31.

Driving Forces

Sustainable development

Areas of Advance

Transport

Subject Categories

Vehicle Engineering

Fluid Mechanics and Acoustics

DOI

10.1007/s12239-021-0068-5

More information

Latest update

6/10/2021