FRINK Linked Data Fragments server

Matches in SemOpenAlex for { <https://semopenalex.org/work/W3100007377> ?p ?o ?g. }

• W3100007377 endingPage "235002" @default.
• W3100007377 startingPage "235002" @default.
• W3100007377 abstract "Rotating charged black strings are solutions of four-dimensional Einstein-Maxwell equations with a negative cosmological constant and a non-trivial topology. According to the AdS/CFT correspondence, these black strings are dual to rotating thermal states of a strongly interacting field theory with nonzero chemical potential that lives in a cylinder. The dynamics of fluctuations in the field theory can be studied from the perturbation equations for classical fields in a black-string spacetime. With this motivation in mind, we develop here a completely gauge and tetrad invariant perturbation approach to deal with the gravitoelectromagnetic fluctuations of rotating charged black strings in the presence of sources. As usual, for any charged black hole, a perturbation in the background electromagnetic field induces a metric perturbation and vice versa. In spite of this coupling and the non-vanishing angular momentum, we show that linearization of equations of the Newman-Penrose formalism leads to four separated second-order complex equations for suitable combinations of the spin coefficients, the Weyl and the Maxwell scalars. Then, we generalize the Chandrasekhar transformation theory by the inclusion of sources and apply it to reduce the perturbation problem to four decoupled inhomogeneous wave equations --- a pair for each sector of perturbations. The radial part of such wave equations can be put into Schrodinger-like forms after Fourier transforming them with respect to time. We find that the resulting effective potentials form two pairs of supersymmetric partner potentials and, as a consequence, the fundamental variables of one perturbation sector are related to the variables of the other sector. The relevance of such a symmetry in connection to the AdS/CFT correspondence is discussed, and future applications of the pertubation theory developed here are outlined." @default.
• W3100007377 created "2020-11-23" @default.
• W3100007377 creator A5021438642 @default.
• W3100007377 creator A5042084627 @default.
• W3100007377 creator A5045537033 @default.
• W3100007377 creator A5088844908 @default.
• W3100007377 date "2015-11-02" @default.
• W3100007377 modified "2023-09-25" @default.
• W3100007377 title "Separable wave equations for gravitoelectromagnetic perturbations of rotating charged black strings" @default.
• W3100007377 cites W1480296418 @default.
• W3100007377 cites W1522536983 @default.
• W3100007377 cites W1605337673 @default.
• W3100007377 cites W1763748250 @default.
• W3100007377 cites W1889142700 @default.
• W3100007377 cites W1964712915 @default.
• W3100007377 cites W1969637066 @default.
• W3100007377 cites W1975056281 @default.
• W3100007377 cites W1980039675 @default.
• W3100007377 cites W1984055616 @default.
• W3100007377 cites W1984567977 @default.
• W3100007377 cites W1987625480 @default.
• W3100007377 cites W1989714961 @default.
• W3100007377 cites W1998308893 @default.
• W3100007377 cites W2000976191 @default.
• W3100007377 cites W2006465428 @default.
• W3100007377 cites W2007027048 @default.
• W3100007377 cites W2007071575 @default.
• W3100007377 cites W2009160008 @default.
• W3100007377 cites W2011087906 @default.
• W3100007377 cites W2012643938 @default.
• W3100007377 cites W2015767969 @default.
• W3100007377 cites W2018027511 @default.
• W3100007377 cites W2020028702 @default.
• W3100007377 cites W2028483511 @default.
• W3100007377 cites W2029403139 @default.
• W3100007377 cites W2030416357 @default.
• W3100007377 cites W2036295693 @default.
• W3100007377 cites W2036982797 @default.
• W3100007377 cites W2040216147 @default.
• W3100007377 cites W2042709635 @default.
• W3100007377 cites W2045244268 @default.
• W3100007377 cites W2048313647 @default.
• W3100007377 cites W2051722898 @default.
• W3100007377 cites W2052563688 @default.
• W3100007377 cites W2053942752 @default.
• W3100007377 cites W2055366419 @default.
• W3100007377 cites W2055447876 @default.
• W3100007377 cites W2065532573 @default.
• W3100007377 cites W2071835052 @default.
• W3100007377 cites W2072353681 @default.
• W3100007377 cites W2072396540 @default.
• W3100007377 cites W2090031201 @default.
• W3100007377 cites W2092628273 @default.
• W3100007377 cites W2092907403 @default.
• W3100007377 cites W2101729266 @default.
• W3100007377 cites W2102245148 @default.
• W3100007377 cites W2106477569 @default.
• W3100007377 cites W2107240173 @default.
• W3100007377 cites W2107896600 @default.
• W3100007377 cites W2111830193 @default.
• W3100007377 cites W2112506606 @default.
• W3100007377 cites W2112531055 @default.
• W3100007377 cites W2120058839 @default.
• W3100007377 cites W2128128433 @default.
• W3100007377 cites W2129197096 @default.
• W3100007377 cites W2133396029 @default.
• W3100007377 cites W2137173505 @default.
• W3100007377 cites W2143719879 @default.
• W3100007377 cites W2145531879 @default.
• W3100007377 cites W2150461567 @default.
• W3100007377 cites W2152023312 @default.
• W3100007377 cites W2153344483 @default.
• W3100007377 cites W2156366140 @default.
• W3100007377 cites W2159893285 @default.
• W3100007377 cites W2166704661 @default.
• W3100007377 cites W2168366670 @default.
• W3100007377 cites W2594879016 @default.
• W3100007377 cites W2596620475 @default.
• W3100007377 cites W2949122228 @default.
• W3100007377 cites W2950466144 @default.
• W3100007377 cites W3000019265 @default.
• W3100007377 cites W3100544646 @default.
• W3100007377 cites W3100681692 @default.
• W3100007377 cites W3101004335 @default.
• W3100007377 cites W3101263339 @default.
• W3100007377 cites W3101923715 @default.
• W3100007377 cites W3102107907 @default.
• W3100007377 cites W3102300469 @default.
• W3100007377 cites W3103525317 @default.
• W3100007377 cites W3103686056 @default.
• W3100007377 cites W3103690389 @default.
• W3100007377 cites W3104363530 @default.
• W3100007377 cites W3105656794 @default.
• W3100007377 cites W3106109698 @default.
• W3100007377 cites W3106283087 @default.
• W3100007377 cites W3106466790 @default.
• W3100007377 cites W3123090548 @default.
• W3100007377 cites W3123650362 @default.

• next