Parametrized post-Newtonian limit of the Nieh-Yan modified teleparallel gravity

Abstract

The recently proposed Nieh-Yan modified teleparallel gravity is a parity-violating gravity model that modifies the general relativity equivalent teleparallel gravity by a Nieh-Yan term. This model is healthy and simple in form. In this paper, we consider the application of this model to the Solar System and investigate its slow-motion and weak-field approximation in terms of the parametrized post-Newtonian formalism. We find that all the post-Newtonian parameters of the model are the same as those of general relativity, which makes the model compatible with the Solar System experiments.

arXiv comment10 pages, 0 figures, modified teleparallel gravity, parity-violating gravity, parametrized post-Newtonian formalism

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Cited by in corpus (16)

• Teleparallel Gravity: From Theory to Cosmology
• Constraints on the Nieh-Yan modified teleparallel gravity with gravitational waves
• A simple parity violating model in the symmetric teleparallel gravity and its cosmological perturbations
• Possible consistent model of parity violations in the symmetric teleparallel gravity
• Ghost instability in the teleparallel gravity model with parity violations
• Post-Newtonian parameters of ghost-free parity-violating gravities
• Circularly polarized scalar induced gravitational waves from the Chern-Simons modified gravity
• Scalar induced gravitational waves from Chern-Simons gravity during inflation era
• Scalar induced gravitational waves in metric teleparallel gravity with the Nieh-Yan term
• Polarized gravitational waves in the parity violating scalar-nonmetricity theory
• Irregular universe in the Nieh-Yan modified teleparallel gravity
• Scalar induced gravitational waves in symmetric teleparallel gravity with a parity-violating term
• Parity-violating corrections to the orbital precession of binary system
• Circularly polarized gravitational waves from parity-violating scalar-tensor theory
• Slowly rotating black hole in chiral scalar-tensor theory
• Degrees of freedom of a quadratic scalar-nonmetricity theory