Demonstration of polarization sensitivity of emulsion-based pair conversion telescope for cosmic gamma-ray polarimetry
Keita Ozaki, Satoru Takahashi, Shigeki Aoki, Keiki Kamada, Taichi, Kaneyama, Ryo Nakagawa, Hiroki Rokujo

TL;DR
This paper demonstrates that emulsion-based pair conversion telescopes can detect gamma-ray polarization by measuring azimuthal electron-positron pair distributions, showing promising results for cosmic gamma-ray polarimetry.
Contribution
The study provides experimental evidence of polarization sensitivity in emulsion detectors for high-energy gamma-rays, advancing their application in cosmic gamma-ray polarimetry.
Findings
Measured a modulation factor of 0.21 with statistical significance of 3.06 sigma.
Successfully reconstructed gamma-ray events and measured azimuthal angle modulation.
Confirmed the potential of emulsion detectors for gamma-ray polarization detection.
Abstract
Linear polarization of high-energy gamma-rays (10 MeV-100 GeV) can be detected by measuring the azimuthal angle of electron-positron pairs and observing the modulation of the azimuthal distribution. To demonstrate the gamma-ray polarization sensitivity of emulsion, we conducted a test using a polarized gamma-ray beam at SPring-8/LEPS. Emulsion tracks were reconstructed using scanning data, and gamma-ray events were selected automatically. Using an optical microscope, out of the 2381 gamma-ray conversions that were observed, 1372 remained after event selection, on the azimuthal angle distribution of which we measured the modulation. From the distribution of the azimuthal angles of the selected events, a modulation factor of 0.21 + 0.11 - 0.09 was measured, from which the detection of a non-zero modulation was established with a significance of 3.06 . This attractive polarimeter…
Peer Reviews
No public reviews on file for this paper yet. If you reviewed it on a platform where reviews are public (OpenReview, ICLR, NeurIPS, ICML), you can paste yours below so the community can read it here.
Videos
No videos yet. Explain this paper in a talk, walkthrough, or lecture? Add one.
