A runaway instability in thick accretion disks?

Wilson, D. B.

[s.l.] : Nature Publishing Group
Published 1984
ISSN:
1476-4687
Source:
Nature Archives 1869 - 2009
Topics:
Biology
Chemistry and Pharmacology
Medicine
Natural Sciences in General
Physics
Notes:
[Auszug] The construction of disk models in the standard approach, due to the school of Abramowicz, is straightforward23. For an axisymmetric stationary space-time, the metric has the form4 ds2= -e2v at2+r2B2 sin2 ? e2?(?f - ? at)2 + e2/A(dr2+r2dlt;92) (1) where zgt;, , ? and B are functions of polar ...
Type of Medium:
Electronic Resource
URL:
_version_ 1798293104546021376
autor Wilson, D. B.
book_url http://dx.doi.org/10.1038/312620a0
datenlieferant nat_lic_papers
hauptsatz hsatz_simple
identnr NLZ235437425
insertion_date 1911-02-25
issn 1476-4687
journal_name Nature
materialart 1
notes [Auszug] The construction of disk models in the standard approach, due to the school of Abramowicz, is straightforward23. For an axisymmetric stationary space-time, the metric has the form4 ds2= -e2v at2+r2B2 sin2 ? e2?(?f - ? at)2 + e2/A(dr2+r2dlt;92) (1) where zgt;, , ? and B are functions of polar ...
package_name Nature Publishing Group
publikationsjahr_anzeige 1984
publikationsjahr_facette 1984
publikationsjahr_intervall 8019:1980-1984
publikationsjahr_sort 1984
publikationsort [s.l.]
publisher Nature Publishing Group
reference 312 (1984), S. 620-621
search_space articles
shingle_author_1 Wilson, D. B.
shingle_author_2 Wilson, D. B.
shingle_author_3 Wilson, D. B.
shingle_author_4 Wilson, D. B.
shingle_catch_all_1 Wilson, D. B.
A runaway instability in thick accretion disks?
Nature Publishing Group
[Auszug] The construction of disk models in the standard approach, due to the school of Abramowicz, is straightforward23. For an axisymmetric stationary space-time, the metric has the form4 ds2= -e2v at2+r2B2 sin2 ? e2?(?f - ? at)2 + e2/A(dr2+r2dlt;92) (1) where zgt;, , ? and B are functions of polar ...
1476-4687
14764687
shingle_catch_all_2 Wilson, D. B.
A runaway instability in thick accretion disks?
Nature Publishing Group
[Auszug] The construction of disk models in the standard approach, due to the school of Abramowicz, is straightforward23. For an axisymmetric stationary space-time, the metric has the form4 ds2= -e2v at2+r2B2 sin2 ? e2?(?f - ? at)2 + e2/A(dr2+r2dlt;92) (1) where zgt;, , ? and B are functions of polar ...
1476-4687
14764687
shingle_catch_all_3 Wilson, D. B.
A runaway instability in thick accretion disks?
Nature Publishing Group
[Auszug] The construction of disk models in the standard approach, due to the school of Abramowicz, is straightforward23. For an axisymmetric stationary space-time, the metric has the form4 ds2= -e2v at2+r2B2 sin2 ? e2?(?f - ? at)2 + e2/A(dr2+r2dlt;92) (1) where zgt;, , ? and B are functions of polar ...
1476-4687
14764687
shingle_catch_all_4 Wilson, D. B.
A runaway instability in thick accretion disks?
Nature Publishing Group
[Auszug] The construction of disk models in the standard approach, due to the school of Abramowicz, is straightforward23. For an axisymmetric stationary space-time, the metric has the form4 ds2= -e2v at2+r2B2 sin2 ? e2?(?f - ? at)2 + e2/A(dr2+r2dlt;92) (1) where zgt;, , ? and B are functions of polar ...
1476-4687
14764687
shingle_title_1 A runaway instability in thick accretion disks?
shingle_title_2 A runaway instability in thick accretion disks?
shingle_title_3 A runaway instability in thick accretion disks?
shingle_title_4 A runaway instability in thick accretion disks?
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timestamp 2024-05-06T08:59:06.536Z
titel A runaway instability in thick accretion disks?
titel_suche A runaway instability in thick accretion disks?
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