Title
Suppression of burst oscillations in racing motorcycles
Abstract
Burst oscillations occurring at high speed and under firm acceleration are suppressed with a mechanical steering compensator. Burst instabilities in the subject racing motorcycle are the result of interactions between the wobble and weave modes under high-speed cornering and firm-acceleration conditions. Under accelerating conditions the wobble-mode frequency decreases, while the weave mode frequency increases so that destabilizing interactions occur. The design analysis is based on a time-separation principle, which assumes that bursting occurs on time scales over which speed variations can be neglected. Therefore, under braking and acceleration conditions linear time-invariant models corresponding to constant-speed operation can be utilized in the design process. The inertial influences of braking and acceleration are modelled using d'Alembert-type forces that are applied at the mass centres of each of the model's constituent bodies. The resulting steering compensator is a simple mechanical network that comprises a conventional steering damper in series with a linear spring. This network is a mechanical lag compensator.
Year
DOI
Venue
2010
10.1109/CDC.2010.5717690
Decision and Control
Keywords
Field
DocType
acceleration,braking,design engineering,motorcycles,oscillations,shock absorbers,springs (mechanical),steering systems,vehicle dynamics,acceleration conditions,braking conditions,burst instability,burst oscillation suppression,constant-speed operation,d'alembert-type forces,design process,firm acceleration,linear spring,linear time-invariant models,mechanical lag compensator,mechanical steering compensator,racing motorcycles,steering damper,time-separation principle,weave mode frequency,wobble mode frequency,dampers,machinery,tires
Oscillation,Kinematics,Control theory,Lead–lag compensator,Acceleration,Fictitious force,Robust control,Speed wobble,Mathematics,Damper
Conference
ISSN
ISBN
Citations 
0743-1546
978-1-4244-7745-6
1
PageRank 
References 
Authors
2.25
1
3
Name
Order
Citations
PageRank
Simos A. Evangelou1710.22
Limebeer, D.J.N.2237.88
M. Tomas-Rodriguez3216.71