JBike6 Self-Stability

Self-Stability

In general, a bike design is self-stable at those forward speeds for which the real parts of all the eigenvalues are less than zero. For example, the bike whose eigenvalues are shown at the right it is self-stable in the region of speeds (between 5.3 and 8 m/s) where both dark blue lines are below the x-axis.

Self-stable means that without external input, the bike will eventually roll straight and upright even if perturbed.) Such behavior can easily be seen in real-world bicycles, when rolled without a rider.

The bike must meet a couple simple criteria:

Finally, a down-slope may also be helpful to maintain speed.

Follow these links to see the video: mpeg 3.7mb or mov 13.7mb

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Copyright 2003-2012 Schwab, Papadopoulos, Ruina, & Dressel, Delft University of Technology & Cornell University