Possible astrophysical signatures of scalar fields

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An exact, axially symmetric solution for gravity minimally coupled to a scalar field is employed to calculate several effects that might be interesting for astrophysical detection of scalar fields. It is found that, as the ratio Qs /m of the scalar charge to the mass parameter of the metric increases, the difference with general relativity predictions becomes larger, which can be used to set an upper limit for this ratio, both from the weak- and the strong-field regimes. For the latter, we reanalysed the strong light deflection near a compact star, previously studied in the context of general relativity, for which we found a discrepancy between a few and 80%, depending on the value of Qs /m ; although this effect is very difficult to observe even for general relativity, it would put a bound on Qs from a strong-field situation. Brief mention is made of what these effects look like in other scalar-tensor theories of gravity.

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