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Detailed AUTO -Commands.


Table 23.1: Detailed AUTO -Commands for running demo kpr.
AUTO -COMMAND ACTION
! mkdir kpr create an empty work directory
cd kpr change directory
demo('kpr') copy the demo files to the work directory
run(c='kpr.1',h='kpr.1') continuation in the time-length parameter PAR(11)
sv('1') save output-files as b.1, s.1, d.1
run(c='kpr.2',h='kpr.2',s='1') locate the homoclinic orbit; restart from s.1
sv('2') save output-files as b.2, s.2, d.2
run(c='kpr.3',h='kpr.3',s='2') generate adjoint variables ; restart from s.2
sv('3') save output-files as b.3, s.3, d.3
run(c='kpr.4',h='kpr.4',s='3') continue the homoclinic orbit; restart from s.3
ap('3') append output-files to b.3, s.3, d.3
run(c='kpr.5',h='kpr.5',s='3') continue in reverse direction; restart from s.3
ap('3') append output-files to b.3, s.3, d.3
run(c='kpr.6',h='kpr.6',s='2') increase the period; restart from s.2
sv('6') save output-files as b.6, s.6, d.6



Table 23.2: Detailed AUTO -Commands for running demo kpr.
AUTO -COMMAND ACTION
run(c='kpr.7',h='kpr.7',s='6') recompute the family of homoclinic orbits; restart from s.6
sv('7') save output-files as b.7, s.7, d.7
run(c='kpr.8',h='kpr.8',s='7') continue central saddle-node homoclinics; restart from s.7
sv('8') save output-files as b.8, s.8, d.8
run(c='kpr.9',h='kpr.9',s='8') continue homoclinics from codim-2 point; restart from s.8
sv('9') save output-files as b.9, s.9, d.9
run(c='kpr.10',h='kpr.10',s='3') 3-parameter curve of inclination-flips; restart from s.3
sv('10') save output-files as b.10, s.10, d.10
run(c='kpr.11',h='kpr.11',s='3') another curve of inclination-flips; restart from s.3
sv('11') save output-files as b.11, s.11, d.11
run(c='kpr.12',h='kpr.12',s='7') continue non-central saddle-node homoclinics; restart from s.7
sv('12') save output-files as b.12, s.12, d.12
run(c='kpr.13',h='kpr.13',s='8') continue non-central saddle-node homoclinics; restart from s.8
ap('12') append output-files to b.12, s.12, d.12



next up previous contents
Next: HomCont Demo : cir. Up: HomCont Demo : kpr. Previous: Three-Parameter Continuation.   Contents
Gabriel Lord 2007-11-19