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A New Strong-Field Effect in Scalar Tensor Gravity: Spontaneous Violation of the Energy Conditions

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TLDR
In this article, it was shown that the spontaneous scalarization phenomenon is linked to another strong-field effect: a spontaneous violation of the weak energy condition, which causes the scalar field inside a neutron star to rapidly become inhomogeneous once the star's mass increases above some critical value.
Abstract
A decade ago, it was shown that a wide class of scalar-tensor theories can pass very restrictive weak-field tests of gravity and yet exhibit nonperturbative strong-field deviations away from general relativity. This phenomenon, called "spontaneous scalarization," causes the (Einstein frame) scalar field inside a neutron star to rapidly become inhomogeneous once the star's mass increases above some critical value. For a star whose mass is below the threshold, the field is instead nearly uniform (a state that minimizes the star's energy) and the configuration is similar to the general relativity one. Here we show that the spontaneous scalarization phenomenon is linked to another strong-field effect: a spontaneous violation of the weak energy condition.

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Energy conditions in f(R) gravity

TL;DR: The null and strong energy conditions in this framework are derived from Raychaudhuri's equation along with the requirement that gravity is attractive, whereas the weak and dominant energy conditions are stated from a comparison with the energy conditions that can be obtained in a direct approach via an effective energy-momentum tensor for f(R) gravity.
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Constraining $f(Q,T)$ gravity from energy conditions

TL;DR: In this article, a theory of gravity combining the gravitation effects through the non-metricity scalar function Q, and manifestations from the quantum era of the Universe in the classical theory was proposed.
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Semi-analytic stellar structure in scalar-tensor gravity

TL;DR: In this article, the authors study the equations of stellar structure using scalar-tensor gravity, with the goal of seeing how stellar properties depend on assumptions made about the scalar coupling at a microscopic level.
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Semi-Analytic Stellar Structure in Scalar-Tensor Gravity

TL;DR: In this paper, the authors developed quasi-analytic methods for solving the equations of stellar structure using scalar-tensor gravity, with the goal of seeing how stellar properties depend on assumptions made about the scalar coupling at a microscopic level.
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Wormholes in vacuum Brans-Dicke theory

TL;DR: In this article, it was shown that among the different classes of claimed static wormhole solutions of the vacuum Brans-Dicke theory, only Brans Class I solution with coupling constant ω less than -1.5 (excluding the point ω = 2) gives rise to physically viable traversable wormhole geometry.
References
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Tensor-multi-scalar theories of gravitation

TL;DR: In this article, a generic class of theories where gravity is mediated by one tensor field together with an arbitrary number of scalar fields is considered, and the predictions of these theories are worked out in four different observationally relevant regimes.
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Nonperturbative strong field effects in tensor - scalar theories of gravitation

TL;DR: It is shown that a wide class of tensor-scalar theories can pass the present weak-field gravitational tests and exhibit nonperturbative strong-field deviations away from general relativity in systems involving neutron stars.
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Tensor-scalar gravity and binary-pulsar experiments

TL;DR: An exploratory investigation of the confrontation between tensor-scalar theories and binary-pulsar experiments shows that nonperturbative scalar field effects are already very tightly constrained by published data on three binary-Pulsar systems.
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Physical equivalence between nonlinear gravity theories and a general-relativistic self-gravitating scalar field.

TL;DR: The global net of relationships between the nonlinear gravity theories, scalar-tensor theories, and general relativity is clarified, showing that in a sense these are ``canonically conjugated'' to each other.
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Testing gravity to second post-Newtonian order: A field-theory approach.

TL;DR: It is found that the 2PN deviations from general relativity can be fully described by introducing only two new 2PN parameters, " and �, beyond the usual 1PN parameters � ≡ � − 1 and ≡ − 1.
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