Kerrova–Newmanova metrika (Czech Wikipedia)

Analysis of information sources in references of the Wikipedia article "Kerrova–Newmanova metrika" in Czech language version.

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KERR, RP. Gravitational field of a spinning mass as an example of algebraically special metrics. Physical Review Letters. 1963, s. 237–238. Dostupné online. DOI 10.1103/PhysRevLett.11.237. Bibcode 1963PhRvL..11..237K.
Carter, Brandon. Global Structure of the Kerr Family of Gravitational Fields, Archivováno 22. 6. 2020 na Wayback Machine. Physical Review 174, page 1559 (1968).

archive.org

MISNER, Charles W.; THORNE, Kip S.; WHEELER, John Archibald. Gravitation. [s.l.]: W. H. Freeman, 1973. Dostupné online. ISBN 0-7167-0344-0. Kapitola 33.5, s. 897-900.

archive.today

Debney, G. et al. "Solutions of the Einstein and Einstein-Maxwell Equations," Journal of Mathematical Physics, Volume 10, page 1842 (1969). Especially see equations (7.10), (7.11) and (7.14).

arxiv.org

Balasin, Herbert and Nachbagauer, Herbert. “Distributional Energy-Momentum Tensor of the Kerr-Newman Space-Time Family.” (Arxiv.org 1993), subsequently published in Classical and Quantum Gravity, volume 11, pages 1453–1461, abstract Archivováno 3. 6. 2012 na Wayback Machine. (1994).
Rosquist, Kjell. "Gravitationally Induced Electromagnetism at the Compton Scale," Arxiv.org (2006).
Lynden-Bell, D. "Electromagnetic Magic: The Relativistically Rotating Disk," Physical Review D, Volume 70, 105017 (2004).
Burinskii, Alexander. "Kerr Geometry as Space-Time Structure of the Dirac Electron," Arxiv.org (2007).

books.google.com

Hajicek, Petr et al. An Introduction to the Relativistic Theory of Gravitation, page 243 (Springer 2008).
Berman, Marcelo. “Energy of Black Holes and Hawking’s Universe” in Trends in Black Hole Research, page 148 (Kreitler ed., Nova Publishers 2006).
Burinskii, A. “Kerr Geometry Beyond the Quantum Theory” in Beyond the Quantum, page 321 (Theo Nieuwenhuizen ed., World Scientific 2007). The formula for the vector potential of Burinskii differs from that of Debney et al. merely by a gradient which does not affect the fields.
Stephani, Hans et al. Exact Solutions of Einstein's Field Equations (Cambridge University Press 2003). See page 485 regarding determinant of metric tensor. See page 325 regarding generalizations.
Lang, Kenneth. The Cambridge Guide to the Solar System, page 96 (Cambridge University Press, 2003).
Appell, Math. Ann. xxx (1887) pp. 155–156. Discussed by Whittaker, Edmund and Watson, George. A Course of Modern Analysis, page 400 (Cambridge University Press 1927).

cam.ac.uk

ast.cam.ac.uk

Gair, Jonathan. "Boundstates in a Massless Kerr-Newman Potential" Archivováno 26. 9. 2011 na Wayback Machine..

doi.org

dx.doi.org

NEWMAN, Ezra; JANIS, Allen. Note on the Kerr Spinning-Particle Metric. Journal of Mathematical Physics. 1965, s. 915–917. DOI 10.1063/1.1704350. Bibcode 1965JMP.....6..915N.
NEWMAN, Ezra; COUCH, E.; CHINNAPARED, K.; EXTON, A.; PRAKASH, A.; TORRENCE, R. Metric of a Rotating, Charged Mass. Journal of Mathematical Physics. 1965, s. 918–919. DOI 10.1063/1.1704351. Bibcode 1965JMP.....6..918N.
KERR, RP. Gravitational field of a spinning mass as an example of algebraically special metrics. Physical Review Letters. 1963, s. 237–238. Dostupné online. DOI 10.1103/PhysRevLett.11.237. Bibcode 1963PhRvL..11..237K.
PUNSLY, Brian. High‐Energy Gamma‐Ray Emission from Galactic Kerr‐Newman Black Holes. I. The Central Engine. The Astrophysical Journal. 10 May 1998, s. 646. Dostupné online [cit. 16 May 2013]. DOI 10.1086/305561. Bibcode 1998ApJ...498..640P.

harvard.edu

adsabs.harvard.edu

NEWMAN, Ezra; JANIS, Allen. Note on the Kerr Spinning-Particle Metric. Journal of Mathematical Physics. 1965, s. 915–917. DOI 10.1063/1.1704350. Bibcode 1965JMP.....6..915N.
NEWMAN, Ezra; COUCH, E.; CHINNAPARED, K.; EXTON, A.; PRAKASH, A.; TORRENCE, R. Metric of a Rotating, Charged Mass. Journal of Mathematical Physics. 1965, s. 918–919. DOI 10.1063/1.1704351. Bibcode 1965JMP.....6..918N.
KERR, RP. Gravitational field of a spinning mass as an example of algebraically special metrics. Physical Review Letters. 1963, s. 237–238. Dostupné online. DOI 10.1103/PhysRevLett.11.237. Bibcode 1963PhRvL..11..237K.
PUNSLY, Brian. High‐Energy Gamma‐Ray Emission from Galactic Kerr‐Newman Black Holes. I. The Central Engine. The Astrophysical Journal. 10 May 1998, s. 646. Dostupné online [cit. 16 May 2013]. DOI 10.1086/305561. Bibcode 1998ApJ...498..640P.

inist.fr

cat.inist.fr

Balasin, Herbert and Nachbagauer, Herbert. “Distributional Energy-Momentum Tensor of the Kerr-Newman Space-Time Family.” (Arxiv.org 1993), subsequently published in Classical and Quantum Gravity, volume 11, pages 1453–1461, abstract Archivováno 3. 6. 2012 na Wayback Machine. (1994).

iop.org

iopscience.iop.org

PUNSLY, Brian. High‐Energy Gamma‐Ray Emission from Galactic Kerr‐Newman Black Holes. I. The Central Engine. The Astrophysical Journal. 10 May 1998, s. 646. Dostupné online [cit. 16 May 2013]. DOI 10.1086/305561. Bibcode 1998ApJ...498..640P.

web.archive.org

Balasin, Herbert and Nachbagauer, Herbert. “Distributional Energy-Momentum Tensor of the Kerr-Newman Space-Time Family.” (Arxiv.org 1993), subsequently published in Classical and Quantum Gravity, volume 11, pages 1453–1461, abstract Archivováno 3. 6. 2012 na Wayback Machine. (1994).
Carter, Brandon. Global Structure of the Kerr Family of Gravitational Fields, Archivováno 22. 6. 2020 na Wayback Machine. Physical Review 174, page 1559 (1968).
Gair, Jonathan. "Boundstates in a Massless Kerr-Newman Potential" Archivováno 26. 9. 2011 na Wayback Machine..