Two-soliton stationary axisymmetric sprouts from Weyl seeds (Q2704076)
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scientific article
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Two-soliton stationary axisymmetric sprouts from Weyl seeds |
scientific article |
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Two-soliton stationary axisymmetric sprouts from Weyl seeds (English)
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22 January 2002
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Belinskii- Zacharov inverse-scattering method
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Weyl seed
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stationary axisymmetric metric
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rotating black-hole
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In this paper, the authors construct a new (regular) spacetime of a rotating black-hole surrounded by an axially symmetric distribution of matter. They use a method by Belinskij and Zakharov from (inverse scattering) atomic physics, called ``adding a soliton''. In spheroidal coordinates of the Boyer-Lindquist type, this spacetime generalizes the Kerr-NUT solution. Properties of this new solution are studies, especially those related with the horizon.
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