Constraints on perturbative f(R) gravity via neutron stars

By S. Arapoğlu, C. Deliduman, K. Ekşi. 2010

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We study the structure of neutron stars in perturbative f(R) gravity models with realistic equations of state. We obtain mass-radius relations in a gravity model of the form f(R) = R+αR2. We find that deviations from the results of general relativity, comparable to the variations due to using different equations of state (EoS'), are induced for |α| ~ 109 cm2. Some of the soft EoS' that are excluded within the framework of general relativity can be reconciled with the 2 solar mass neutron star recently observed for certain values of α within this range. For some of the EoS' we find that a new solution branch, which allows highly massive neutron stars, exists for values of α greater than a few 109 cm2. We find constraints on α for a variety of EoS' using the recent observational constraints on the mass-radius relation. These are all 5 orders of magnitude smaller than the recent constraint obtained via Gravity Probe B for this gravity model. The associated length scale cm is only an order of magnitude smaller than the typical radius of a neutron star, the probe used in this test. This implies that real deviations from general relativity can be even smaller.

Subfields: Astronomy and Astrophysics, Oceanography

View Paper: https://www.semanticscholar.org/paper/c87c3d7319921d45e58b159565a0196e836ded0b

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In Astronomy and Astrophysics

  1. Diego Rubiera-García
  2. Rafael C. Nunes
  3. Aneta Wojnar
  4. Supriya Pan
  5. T. Clifton
  6. Pedro G. Ferreira
  7. C. Skordis
  8. Antonio Padilla

In Oceanography

  1. Rafael C. Nunes
  2. Diego Rubiera-García
  3. Antonio Padilla
  4. T. Clifton
  5. Pedro G. Ferreira
  6. G. Olmo
  7. Aneta Wojnar
  8. Emmanuel N. Saridakis

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