Constraining Strangeness in Dense Matter with GW170817

Particles with strangeness content are predicted to populate dense matter, modifying the equation of state of matter inside neutron stars as well as their structure and evolution. In this work, we show how the modeling of strangeness content in dense matter affects the properties of isolated neutron stars and the tidal deformation in binary systems. For describing nucleonic and hyperonic stars we use the many-body forces model at zero temperature, including the phi mesons for the description of repulsive hyperon-hyperon interactions. Hybrid stars are modeled using the MIT Bag Model with vector interaction (vMIT) in both Gibbs and Maxwell constructions, for different values of bag constant and vector interaction couplings. A parameterization with a Maxwell construction, which gives rise to a third family of compact stars (twin stars), is also investigated. We calculate the tidal contribution that adds to the post-Newtonian point-particle corrections, the associated love number for sequences of stars of different composition (nucleonic, hyperonic, hybrid, and twin stars), and determine signatures of the phase transition on the gravitational waves in the accumulated phase correction during the inspirals among different scenarios for binary systems. In light of the recent results from GW170817 and the implications for the radius of similar to 1.4 M-circle dot stars, our results show that hybrid stars can only exist if a phase transition takes place at low densities close to saturation.