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  • https://doi.org/10.1103/physrevd.100.023507Copy DOI Icon

Future CMB constraints on cosmic birefringence and implications for fundamental physics

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Abstract

The primary scientific target of the CMB polarization experiments that are\ncurrently being built and proposed is the detection of primordial tensor\nperturbations. As a byproduct, these instruments will significantly improve\nconstraints on cosmic birefringence, or the rotation of the CMB polarization\nplane. If convincingly detected, cosmic birefringence would be a dramatic\nmanifestation of physics beyond the standard models of particle physics and\ncosmology. We forecast the bounds on the cosmic polarization rotation (CPR)\nfrom the upcoming ground-based Simons Observatory (SO) and the space-based\nLiteBIRD experiments, as well as a "fourth generation" ground-based CMB\nexperiment like CMB-S4 and the mid-cost space mission PICO. We examine the\ndetectability of both a stochastic anisotropic rotation field and an isotropic\nrotation by a constant angle. CPR induces new correlations of CMB observables,\nincluding spectra of parity-odd type in the case of isotropic CPR, and\nmode-coupling correlations in the anisotropic rotation case. We find that\nLiteBIRD and SO will reduce the 1$\\sigma$ bound on the isotropic CPR from the\ncurrent value of 30 arcmin to 1.5 and 0.6 arcmin, respectively, while\nCMB-S4-like and PICO will reduce it to $\\sim 0.1$ arcmin. The bounds on the\namplitude of a scale-invariant CPR spectrum will be reduced by 1, 2 and 3\norders of magnitude by LiteBIRD, SO and CMB-S4-like/PICO, respectively. We\ndiscuss implications of the forecasted CPR bounds for pseudoscalar fields,\nprimordial magnetic fields (PMF), and violations of Lorentz invariance. We find\nthat CMB-S4-like and PICO can reduce the 1$\\sigma$ bound on the amplitude of\nthe scale-invariant PMF from 1 nG to 0.1 nG, while also probing the magnetic\nfield of the Milky Way. They will also significantly improve bounds on the\naxion-photon coupling, placing stringent constraints on the string theory\naxions.\n

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