A new angular-momentum-preserving dissipative force model for point-mass N-body problems reduces central-configuration orbits to an equivalent dissipative two-body system whose phase-space topology is mapped via Poincaré compactification, and whose averaged Keplerian equations show no effect on peri
Springer, Basel (2015)
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An angular-momentum preserving dissipative model for the point-mass N -body problem
A new angular-momentum-preserving dissipative force model for point-mass N-body problems reduces central-configuration orbits to an equivalent dissipative two-body system whose phase-space topology is mapped via Poincaré compactification, and whose averaged Keplerian equations show no effect on peri