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Axion dark matter search with interferometric gravitational wave detectors Koji Nagano , Tomohiro Fujita, Yuta Michimura, and Ippei Obata KAGRA observatory, Institute for Cosmic Ray Research, University of Tokyo The 22 nd KAGRA F2F meeting (Institute for Cosmic Ray Research, Chiba, Apr 19 th , 2019) JGW-G1910054 Abstract Axion dark matter differentiates the phase velocities of the circular-polarized photons. In this poster, a scheme to measure the phase difference by using a linear optical cavity is proposed. If the scheme is applied to the Fabry-Perot arm of KAGRA-like (Cosmic-Explorer-like) gravitational wave detector, the potential sensitivity to the axion- photon coupling constant, g , reaches g 210 -12 GeV -1 (410 -14 GeV -1 ) at the axion mass m110 -13 eV (210 -15 eV) and remains at around this sensitivity for 3 orders of magnitude in mass. Furthermore, its sensitivity has a sharp peak reaching g 10 -14 GeV -1 (810 -17 GeV -1 ) at m=2.08410 -10 eV (1.56310 -11 eV). This sensitivity can be achieved without loosing any sensitivity to gravitational waves even during gravitational wave observation run. 1. Introduction Axion is a pseudo-scalar field originally proposed by Peccei and Quinn to solve the strong CP problem in QCD physics, known as “QCD axion” [1]. Recently, some high energy physics such as string theory also predict a number of axion-like particles from the compactification of extra dimensions. Since axion typically has a small mass and weakly interacts with the matter, axion is a cosmologically well- motivated candidate for dark matter. The conventional way to search axion is to look for axion- photon conversion under the strong magnetic field [2]. Recently, a new experimental approach to search for axion dark matter using optical cavities without a strong magnetic field that could drive large cost and/or be a major noise source was proposed [3-5]. Here, we show a new scheme to search for coupling of axion dark matter to photon by using a linear Fabry- Perot cavity, especially in the current and future gravitational wave detectors, such as KAGRA, Cosmic Explorer, and DECIGO. 3. Axion search with a linear optical cavity The schematic setup of our proposed scheme is shown in figure 2. The signal, i.e. polarization-modulation, is enhanced inside the cavity. Especially, if the modulation frequency and photon round trip frequency, i.e. free spectral range, is consistent, the signal will resonate in the cavity. 4. Sensitivity to the axion-photon coupling Axion-photon coupling ( ) varies phase velocity between two circular-polarized photons, 5. Discussion and conclusion We developed the experimental scheme to search for axion dark matter with the optical linear cavity used in gravitational wave detectors. Our scheme can be applied with minor modification of transmittion monitor system or anti-symmetric port. Their sensitivities can overcome the current limit of CAST [2] by three (six) order of magnitude in broad (most sensitive) axion mass range. Remarkably, our new scheme for axion dark matter search can be performed without loosing gravitational wave detector sensitivity and coexist with its observation run for gravitational waves. References [1] R. D. Peccei and H. R. Quinn, Phys. Rev. Lett. 38, 1440 (1977). [2] K. Zioutas et al. [CAST Collaboration], Phys. Rev. Lett. 94, 121301 (2005); V. Anastassopoulos et al. [CAST Collaboration], Nature Physics 13, 584 (2017). [3] W. DeRocco and A. Hook, Phys. Rev. D 98, 035021 (2018). [4] I. Obata, T. Fujita, and Y. Michimura, Phys. Rev. Lett. 121, 161301 (2018). [5] H. Liu, B. D. Elwood, M. Evans, and J. Thaler, arXiv:1809.01656 (2018). mail: [email protected] 2. Phase velocity modulation due to axion-photon coupling Fig. 1: Polarization modulation caused by axion-photon coupling. The sensitivity is limited by shot noise, in principle. Thus, long arm and high power are necessary. →Gravitational wave detector can be used. Figure 3 shows the shotnoise limited sensitivities to g with 1 year observation. Here, we adopted the experimental parameter sets of KAGRA, Cosmic Explorer, and DECIGO. In our scheme the displacement noise such as the vibration of mirrors or the gravitational wave signal is not a problem. This leads to the polarization-modulation of the linearly polarized light. arXiv:1903.02017 Coupling factor Axion mass Axion field amplitude Photon wave number Photon polarization Frequency depends on axion mass, m a . Amplitude depends on coupling factor Traveling direction of photon Laser PBS BD HWP FI PD refl PD trans Cavity r 1 , t 1 r 2 , t 2 p-pol. Detection port (b) Detection port (a) E cav Fig. 2: Schematic of experimental setup for axion search with a linear optical cavity. Signal is detected in detection port (a) and (b). Components for phase measurement are not shown. The polarization of incident light is arbitrary if only it is linear polarization. Fig. 3: Sensitivity comparison of some parameter sets. Although the higher mass range seems to be filled, they have sensitivity peaks at mass of m = Nπ/L (N ∈ℕ), i.e. free spectral range. Current limit (CAST [2]) KAGRA DECIGO Cosmic Explorer

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Page 1: Axion dark matter search with interferometric ...granite.phys.s.u-tokyo.ac.jp › knagano › poster › 190419... · Axion dark matter search with interferometric gravitational wave

Axion dark matter search with interferometric gravitational wave detectors

Koji Nagano, Tomohiro Fujita, Yuta Michimura, and Ippei Obata KAGRA observatory, Institute for Cosmic Ray Research, University of Tokyo

The 22nd KAGRA F2F meeting (Institute for Cosmic Ray Research, Chiba, Apr 19th, 2019) JGW-G1910054

AbstractAxion dark matter differentiates the phase velocities of the circular-polarized photons. In this poster, a scheme to measure the phase difference by using a linear opticalcavity is proposed. If the scheme is applied to the Fabry-Perot arm of KAGRA-like (Cosmic-Explorer-like) gravitational wave detector, the potential sensitivity to the axion-photon coupling constant, gaγ, reaches gaγ≅ 2�10-12 GeV-1 (4�10-14 GeV-1) at the axion mass m≅1�10-13 eV (2�10-15 eV) and remains at around this sensitivity for 3orders of magnitude in mass. Furthermore, its sensitivity has a sharp peak reaching gaγ ≅ 10-14 GeV-1 (8�10-17 GeV-1) at m=2.084�10-10 eV (1.563�10-11 eV). Thissensitivity can be achieved without loosing any sensitivity to gravitational waves even during gravitational wave observation run.

1. Introduction• Axion is a pseudo-scalar field originally proposed byPeccei and Quinn to solve the strong CP problem in QCDphysics, known as “QCD axion” [1]. Recently, some highenergy physics such as string theory also predict anumber of axion-like particles from the compactification ofextra dimensions.

• Since axion typically has a small mass and weaklyinteracts with the matter, axion is a cosmologically well-motivated candidate for dark matter.

• The conventional way to search axion is to look for axion-photon conversion under the strong magnetic field [2].Recently, a new experimental approach to search foraxion dark matter using optical cavities without a strongmagnetic field that could drive large cost and/or be a majornoise source was proposed [3-5].

• Here, we show a new scheme to search for coupling ofaxion dark matter to photon by using a linear Fabry-Perot cavity, especially in the current and futuregravitational wave detectors, such as KAGRA, CosmicExplorer, and DECIGO.

3. Axion search with a linear optical cavity• The schematic setup of our proposed scheme is shown infigure 2.

• The signal, i.e. polarization-modulation, is enhancedinside the cavity. Especially, if the modulation frequencyand photon round trip frequency, i.e. free spectral range, isconsistent, the signal will resonate in the cavity.

4. Sensitivity to the axion-photon coupling

• Axion-photon coupling ( ) varies phase velocitybetween two circular-polarized photons,

5. Discussion and conclusion• We developed the experimental scheme to search foraxion dark matter with the optical linear cavity used ingravitational wave detectors.

• Our scheme can be applied with minor modification oftransmittion monitor system or anti-symmetric port.

• Their sensitivities can overcome the current limit ofCAST [2] by three (six) order of magnitude in broad(most sensitive) axion mass range.

• Remarkably, our new scheme for axion dark matter searchcan be performed without loosing gravitational wavedetector sensitivity and coexist with its observationrun for gravitational waves.

References[1] R. D. Peccei and H. R. Quinn, Phys. Rev. Lett. 38, 1440 (1977).[2] K. Zioutas et al. [CAST Collaboration], Phys. Rev. Lett. 94, 121301 (2005); V.Anastassopoulos et al. [CAST Collaboration], Nature Physics 13, 584 (2017).[3] W. DeRocco and A. Hook, Phys. Rev. D 98, 035021 (2018).[4] I. Obata, T. Fujita, and Y. Michimura, Phys. Rev. Lett. 121, 161301 (2018).[5] H. Liu, B. D. Elwood, M. Evans, and J. Thaler, arXiv:1809.01656 (2018).

mail: [email protected]

2. Phase velocity modulation due to axion-photon coupling

Fig. 1: Polarization modulation caused by axion-photon coupling.

• The sensitivity is limited by shot noise, in principle.• Thus, long arm and high power are necessary.→Gravitational wave detector can be used.

• Figure 3 shows the shotnoise limited sensitivities to gaγ with1 year observation. Here, we adopted the experimentalparameter sets of KAGRA, Cosmic Explorer, and DECIGO.

• In our scheme the displacement noise such as the vibrationof mirrors or the gravitational wave signal is not a problem.

• This leads to the polarization-modulation of the linearlypolarized light.

arXiv:1903.02017

Coupling factor Axion mass

Axion field amplitude Photon wave number

Photon polarization

Frequency dependson axion mass, ma.

Amplitude depends oncoupling factor

Traveling directionof photon

LaserPBS BDHWPFI

PDrefl PDtrans

Cavity

r1, t1 r2, t2

p-pol.

Detection port (b) Detection port (a)

Ecav

Fig. 2: Schematic of experimental setup for axion search with a linear optical cavity. Signal is detected in detection port (a) and (b). Components for phase measurement are not shown. The polarization of incident light is arbitrary if only it is linear polarization.

Fig. 3: Sensitivity comparison of some parameter sets. Although the higher mass range seems to be filled, they have sensitivity peaks at mass of m = Nπ/L (N ∈ℕ), i.e. free spectral range.

Current limit (CAST [2])KAGRADECIGO

Cosmic Explorer