Period of a stable limit cycle in the AFHN model.

2013-11-20T03:39:50Z (GMT) by Seth H. Weinberg

For , the period of the stable limit cycle is approximately the sum of the time required to traverse the two stable branches of the -nullcline, , denoted by the points and , respectively. As increases, the amplitude and period of the stable limit cycle, indicated by the second set of points labeled , both decrease. See text for description of other variables in figure. Parameters: .