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SUMMARY:Tina Kahniashvili (Carnegie Mellon University)
DTSTART:20201104T170000Z
DTEND:20201104T180000Z
DTSTAMP:20260423T023939Z
UID:CMU-TP/18
DESCRIPTION:Title: <a href="https://researchseminars.org/talk/CMU-TP/18/">
 Circular polarization of gravitational waves from the early-universe turbu
 lent sources</a>\nby Tina Kahniashvili (Carnegie Mellon University) as par
 t of Carnegie Mellon theoretical physics\n\n\nAbstract\nI will present dir
 ect numerical simulations to compute the net circular polarization of grav
 itational waves from helical (chiral) turbulent sources in the early unive
 rse for a variety of initial conditions. I will discuss the resulting grav
 itational wave signal assuming different turbulence genesis  such as magne
 tically or kinetically dominant cases. Under realistic physical conditions
  in the early universe we have computed numerically for the first time the
  total (integrated over all wavenumbers) polarization degree of the gravit
 ational waves and its spectral distribution. Our major finding consists of
  the spectral polarization degree that strongly depends on the initial con
 ditions. The peak of the spectral polarization degree occurs (in the waven
 umber space) at twice the typical wavenumber \nof the source\, as expected
 \, and for the fully helical decaying turbulence\, reaches its maximum (10
 0\\%) only at the peak. In addition\, we have determined the temporal evol
 ution of the turbulent sources as well as the resulting gravitational wave
 s\, showing that the dominant contribution to the spectral energy density 
 happens shortly after the source activation and through artificially prolo
 nged (slow decay) turbulence the increase of the gravitational wave amplit
 ude at low frequencies can be achieved. Finally\, I will address the detec
 tion prospects for the net polarization arguing that its detection contain
 s clean information (including the generation mechanisms\, time\, and stre
 ngth) about the sources of possible parity violations in the early univers
 e.\n
LOCATION:https://researchseminars.org/talk/CMU-TP/18/
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