Gravitational waves from high temperature strings
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Abstract
We study finite temperature effects in string cosmology and their potential gravitational wave signature. Expanding on our recent work [1], we consider a general configuration of highly excited open and closed strings at high enough temperature to be in the Hagedorn phase in 3+1 dimensions, in order to explore its cosmological implications. We find conditions, which can be satisfied in compactifications with moduli stabilization, that allow the long strings to remain in equilibrium in a controlled effective field theory, with equilibration driven by the joining and splitting of the dominant open string population. We calculate the emission rate of gravitons by long open strings, which we show is determined by ten dimensional flat space transition amplitudes available in the literature, and then find the total gravitational wave spectrum generated by the gas of long strings. The gravitational wave spectrum has robust characteristics. It peaks at frequencies of order 50-100 GHz, the same as for gravitational waves from the reheating epoch of the Standard Model. But the amplitude of the string signal is significantly larger than predicted by the Standard Model and its field theoretic extensions. The amplitude and other physical observables (such as the contribution to ∆Neff) are directly proportional to the string scale Ms; indicating that a potential signal may also determine the string scale. Our calculations provide one of the few examples of a signal of stringy origin that dominates over the field theory predictions. We give a physical explanation of our results and discuss further implications.
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Acknowledgements: We would like to especially thank Francesco Muia for very enjoyable earlier collaborations and useful discussions. We also acknowledge useful conversations with Steve Abel, Santiago Agui, Fien Apers, Michele Cicoli, Joe Conlon, Sebastian Cespedes, Shanta de Alwis, Maurizio Firrotta, Chris Hughes, Elias Kiritsis, Mario Ramos-Hamud, Filippo Revello, and Jorge Russo. This work is partly based upon work from COST Action COSMIC WISPers CA21106, supported by COST (European Cooperation in Science and Technology); AM, RM, FQ and GV are participants of the COST Action. FQ and GV acknowledge the CERN Theory Department for hospitality. The work of FQ and GV has been partially supported by STFC consolidated grant ST/T000694/1 and ST/X000664/1. The work of AF and RM has been supported by the Natural Sciences and Engineering Research Council of Canada Discovery Grant program, grant 2020-00054.
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1029-8479

