Abstract
Recent numerical simulations for 1-dimensional systems have shown that the relaxation time due to encounters is far shorter than the generally accepted estimate. To account for this, a new approach to the theory is necessary. The analysis of encounters presented here is characterized by the retention of periodic trajectories in the mean field. The kinetic equation obtained yields a relaxation time scale in qualitative agreement with the simulations. The analysis can be extended to the 3-dimensional case, and preliminary results predict here also a reduction of the relaxation time.
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References
S. Chandrasekhar: 1942, “Principles of Stellar Dynamics”,Dover,N.Y.
M. Luwel, G. Severne, and P. Rousseeuw: 1984, Ap. Space Sci. 100, 261.
G. Severne, M. Luwel, and P. Rousseeuw: 1984, Astr. Ap. in press.
G. Severne and M. Luwel: 1984, Phys. Lett. in press.
R. Farouki, G. Hoffman, and E. Salpeter, Ap. J. 271, 11.
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© 1985 International Astronomical Union
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Severne, G., Luwel, M. (1985). Collisional Relaxation: A New Approach. In: Goodman, J., Hut, P. (eds) Dynamics of Star Clusters. International Astronomical Union. Symposium, vol 113. Springer, Dordrecht. https://doi.org/10.1007/978-94-009-5335-2_41
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DOI: https://doi.org/10.1007/978-94-009-5335-2_41
Publisher Name: Springer, Dordrecht
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