Painting the Phase Space Portrait of an Integrable Dynamical System

Details Painting the Phase Space Portrait of an Integrable Dynamical System Painting the Phase Space Portrait of an Integrable Dynamical System

Feb 1990

adsabs.harvard.edu/cgi-bin/nph-data_query?bibcode=1990sci...247..833c&link_type=abstract

Science, Volume 247, Issue 4944, pp. 833-836

Computer Science

9

Scientific paper

For an integrable dynamical system with one degree of freedom, "painting" the integral over the phase space proves to be very effective for uncovering the global flow down to minute details. Applied to the main problem in artificial satellite theory, for instance, the technique reveals an intricate configuration of equilibria and bifurcations when the polar component of the angular momentum approaches zero.

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