Gravitational Tidal Deformations of Rotating Black Holes.

Black holes are influenced by external gravitational fields in the universe, which are generated by other astrophysical objects in their surroundings. Because of this gravitational interaction, they experience tidal deformations of their event horizons. To quantify this effect, we compute the so-cal...

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Publicado en:Journal of the Utah Academy of Sciences, Arts & Letters Vol. 102; p. 379
Autores principales: Glazer, Daniel, Joyce, Austin, Rodriguez, Maria J., Santoni, Luca, Solomon, Adam R., Temoche, Luis Fernando
Formato: Artículo
Publicado: Utah Academy of Sciences, Arts & Letters 2025
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Acceso en línea:Ver este registro en EBSCOhost
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        atl: Gravitational Tidal Deformations of Rotating Black Holes.
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          Glazer, Daniel
          Joyce, Austin
          Rodriguez, Maria J.
          Santoni, Luca
          Solomon, Adam R.
          Temoche, Luis Fernando
        affil: Utah State University.
      su:
        Black holes
        Kerr black holes
        Physical constants
        Spacetime
      sug:
        subj:
          Black holes
          Kerr black holes
          Physical constants
          Spacetime
      ab: Black holes are influenced by external gravitational fields in the universe, which are generated by other astrophysical objects in their surroundings. Because of this gravitational interaction, they experience tidal deformations of their event horizons. To quantify this effect, we compute the so-called Love numbers, which measure the deformability of the event horizon. Theoretical results from several authors have shown that Love numbers vanish for black hole solutions in four-dimensional spacetime. But does this behavior persist for black hole solutions in higher-dimensional spacetimes? In our presentation, we aim to address this question by demonstrating that, unlike their lower-dimensional counterparts, higher-dimensional rotating black holes exhibit nonvanishing Love numbers.
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    language: English
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