On rigidly rotating perfect fluid cylinders

B V Ivanov; Bonnor W B; Bronnikov K A; Davidson W; Davidson W; Davidson W; Davidson W; Davidson W; Evans A B; Haggag S; Iftime M D; Kramer D; Kramer D; Krasinski A; Krasinski A; Krasinski A; Lanczos K; Lewis T; MacCallum M A H; Nilsson U; Pereira P R C T; Polyanin A D; Santos N O; Santos N O; Sklavenites D; Stela J; Teixeira A F da F; Trümper M; van Stockum W J; Wright J P

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On rigidly rotating perfect fluid cylinders

Authors: B V Ivanov
Bonnor W B
Bronnikov K A
Davidson W
Davidson W
Davidson W
Davidson W
Davidson W
Evans A B
Haggag S
Iftime M D
Kramer D
Kramer D
Krasinski A
Krasinski A
Krasinski A
Lanczos K
Lewis T
MacCallum M A H
Nilsson U
Pereira P R C T
Polyanin A D
Santos N O
Santos N O
Sklavenites D
Stela J
Teixeira A F da F
Trümper M
van Stockum W J
Wright J P
Publication date: 7 May 2002
Publisher: 'IOP Publishing'
Doi

Abstract

The gravitational field of a rigidly rotating perfect fluid cylinder with gamma- law equation of state is found analytically. The solution has two parameters and is physically realistic for gamma in the interval (1.41,2]. Closed timelike curves always appear at large distances.Comment: 10 pages, Revtex (galley

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