Pavel Stránský

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Last updated: 19.11.2024

Sections of regularity at one B and various energies E

B = 0.725
FIRST	-10	-5	-2	-1		+1	+2	+5	+10	LAST

Poincaré sections y=0 calculated on a 100 x 100 grid. A trajectory is started at each point of the grid and the SALI method is used to distinguish regular (blue colour) from chaotic (red colour) trajectories.

Ascending

Section of regularity (B=0.725,E=0.5)

Section of regularity (B=0.725,E=0.25)

Section of regularity (B=0.725,E=0.2)

Section of regularity (B=0.725,E=0.15)

Section of regularity (B=0.725,E=0.1)

Section of regularity (B=0.725,E=0.09)

Section of regularity (B=0.725,E=0.08)

Section of regularity (B=0.725,E=0.07)

Section of regularity (B=0.725,E=0.06)

Section of regularity (B=0.725,E=0.05)

Section of regularity (B=0.725,E=0.04)

Section of regularity (B=0.725,E=0.03)

Section of regularity (B=0.725,E=0.02)

Section of regularity (B=0.725,E=0.01)

Section of regularity (B=0.725,E=0)

Section of regularity (B=0.725,E=-0.01)

Section of regularity (B=0.725,E=-0.02)

Section of regularity (B=0.725,E=-0.03)

Section of regularity (B=0.725,E=-0.04)

Section of regularity (B=0.725,E=-0.05)

Section of regularity (B=0.725,E=-0.06)

Section of regularity (B=0.725,E=-0.07)

Section of regularity (B=0.725,E=-0.08)

Section of regularity (B=0.725,E=-0.09)

Section of regularity (B=0.725,E=-0.1)

Section of regularity (B=0.725,E=-0.12)

Section of regularity (B=0.725,E=-0.15)

Section of regularity (B=0.725,E=-0.2)

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