Mitigation of Polarization Effects in Single-mode Fiber Spectrographs
The use of single-mode fibers (SMFs) to illuminate radial velocity (RV) spectrographs shows promise to achieve extremely precise Doppler measurements. Due to their small core diameter, SMFs only propagate a single spatial mode which allows for diffraction-limited optical performance while simultaneo...
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Published in | Publications of the Astronomical Society of the Pacific Vol. 132; no. 1015; pp. 1 - 12 |
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Main Authors | , , , , |
Format | Journal Article |
Language | English |
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Philadelphia
The Astronomical Society of the Pacific
01.09.2020
IOP Publishing Limited IOP Publishing |
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Abstract | The use of single-mode fibers (SMFs) to illuminate radial velocity (RV) spectrographs shows promise to achieve extremely precise Doppler measurements. Due to their small core diameter, SMFs only propagate a single spatial mode which allows for diffraction-limited optical performance while simultaneously eliminating fiber modal noise. The single spatial mode however consists of two orthogonal polarization modes. In circular core fiber with a non-isotropic refractive index profile or asymmetries in the cross-sectional geometry, the two polarization modes propagate with different relative speeds inducing birefringence. Conditions at a telescope observatory will subject the fiber to mechanical (bending and twisting) and thermal stresses, inducing birefringence that varies in time. The interaction of variable birefringence combined with with polarization sensitive optics, such as diffraction gratings, results in an intensity modulation that causes unwanted Doppler shifts via "polarization noise." In this paper, we characterize variable fiber birefringence both in the laboratory and at the Large Binocular Telescope using a Stokes parameters. We then combine the measured Stokes vector through a numerical model of a SMF spectrograph to understand the impact of variable polarization on RV precision. We find that polarization noise is a tens of cm s−1 to several m s−1 effect, which is exacerbated by the degree of polarization of the light source and the polarization response of the spectrograph optics. Finally we show experimentally mitigating the RV offset using polarization averaging methods and in-line fiber depolarizers and can reduce a several m s−1 polarization noise to ≤10 cm s−1. |
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AbstractList | The use of single-mode fibers (SMFs) to illuminate radial velocity (RV) spectrographs shows promise to achieve extremely precise Doppler measurements. Due to their small core diameter, SMFs only propagate a single spatial mode which allows for diffraction-limited optical performance while simultaneously eliminating fiber modal noise. The single spatial mode however consists of two orthogonal polarization modes. In circular core fiber with a non-isotropic refractive index profile or asymmetries in the cross-sectional geometry, the two polarization modes propagate with different relative speeds inducing birefringence. Conditions at a telescope observatory will subject the fiber to mechanical (bending and twisting) and thermal stresses, inducing birefringence that varies in time. The interaction of variable birefringence combined with with polarization sensitive optics, such as diffraction gratings, results in an intensity modulation that causes unwanted Doppler shifts via "polarization noise." In this paper, we characterize variable fiber birefringence both in the laboratory and at the Large Binocular Telescope using a Stokes parameters. We then combine the measured Stokes vector through a numerical model of a SMF spectrograph to understand the impact of variable polarization on RV precision. We find that polarization noise is a tens of cm s−1 to several m s−1 effect, which is exacerbated by the degree of polarization of the light source and the polarization response of the spectrograph optics. Finally we show experimentally mitigating the RV offset using polarization averaging methods and in-line fiber depolarizers and can reduce a several m s−1 polarization noise to ≤10 cm s−1. The use of single-mode fibers (SMFs) to illuminate radial velocity (RV) spectrographs shows promise to achieve extremely precise Doppler measurements. Due to their small core diameter, SMFs only propagate a single spatial mode which allows for diffraction-limited optical performance while simultaneously eliminating fiber modal noise. The single spatial mode however consists of two orthogonal polarization modes. In circular core fiber with a non-isotropic refractive index profile or asymmetries in the cross-sectional geometry, the two polarization modes propagate with different relative speeds inducing birefringence. Conditions at a telescope observatory will subject the fiber to mechanical (bending and twisting) and thermal stresses, inducing birefringence that varies in time. The interaction of variable birefringence combined with with polarization sensitive optics, such as diffraction gratings, results in an intensity modulation that causes unwanted Doppler shifts via “polarization noise.” In this paper, we characterize variable fiber birefringence both in the laboratory and at the Large Binocular Telescope using a Stokes parameters. We then combine the measured Stokes vector through a numerical model of a SMF spectrograph to understand the impact of variable polarization on RV precision. We find that polarization noise is a tens of cm s−1 to several m s−1 effect, which is exacerbated by the degree of polarization of the light source and the polarization response of the spectrograph optics. Finally we show experimentally mitigating the RV offset using polarization averaging methods and in-line fiber depolarizers and can reduce a several m s−1 polarization noise to σ ⩽10 cm s−1. The use of single-mode fibers (SMFs) to illuminate radial velocity (RV) spectrographs shows promise to achieve extremely precise Doppler measurements. Due to their small core diameter, SMFs only propagate a single spatial mode which allows for diffraction-limited optical performance while simultaneously eliminating fiber modal noise. The single spatial mode however consists of two orthogonal polarization modes. In circular core fiber with a non-isotropic refractive index profile or asymmetries in the cross-sectional geometry, the two polarization modes propagate with different relative speeds inducing birefringence. Conditions at a telescope observatory will subject the fiber to mechanical (bending and twisting) and thermal stresses, inducing birefringence that varies in time. The interaction of variable birefringence combined with with polarization sensitive optics, such as diffraction gratings, results in an intensity modulation that causes unwanted Doppler shifts via “polarization noise.” In this paper, we characterize variable fiber birefringence both in the laboratory and at the Large Binocular Telescope using a Stokes parameters. We then combine the measured Stokes vector through a numerical model of a SMF spectrograph to understand the impact of variable polarization on RV precision. We find that polarization noise is a tens of cm s−1 to several m s−1 effect, which is exacerbated by the degree of polarization of the light source and the polarization response of the spectrograph optics. Finally we show experimentally mitigating the RV offset using polarization averaging methods and in-line fiber depolarizers and can reduce a several m s−1 polarization noise to σ ≤10 cm s−1. |
Author | Crepp, Justin R. Bechter, Eric B. Ketterer, Ryan Crass, Jonathan Bechter, Andrew J. |
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Cites_doi | 10.1088/1538-3873/aaf278 10.1002/j.1538-7305.1977.tb00534.x 10.1364/AO.24.000349 10.1017/S1743921313013264 2000SPIE.4004...36H 10.1364/AO.38.001686 10.1109/JQE.1981.1070626 10.1117/12.2057210 10.1364/AO.19.002606 10.1109/TMTT.1982.1131073 10.1002/asna.201512172 10.1088/1538-3873/ab42cb 10.1117/12.2233135 10.1088/2041-8205/814/2/L22 10.1364/AO.18.002241 10.1117/12.856388 10.1364/AO.37.000443 10.1086/681280 10.1364/OL.5.000273 10.1117/12.926287 10.1126/science.1262071 10.1088/1538-3873/128/964/066001 10.1049/el:19850783 |
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References | 22 23 24 Breckinridge J. B. (4) 2015; 127 26 Bechter A. J. (1) 2019; 132 27 28 Curto G. L. (8) 2015; 1 Snyder A. W. (25) 1983 Fischer D. A. (9) 2016; 128 11 13 Bechter E. B. (2) 2019; 131 14 15 16 17 18 19 Collett E. (5) 2003 Hillerich B. (12) 1983; 15 Bhatt H. C. (3) 2000; 362 6 7 Halverson S. (10) 2015; 814 20 21 |
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SubjectTerms | Astronomical Instrumentation, Telescopes, Observatories, and Site Characterization Diffraction Doppler effect Light sources Mathematical models Noise Numerical models Optics Polarimetry Polarization Radial velocity Refractive index Spectroscopy |
Title | Mitigation of Polarization Effects in Single-mode Fiber Spectrographs |
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