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This conference and colloquium, held on December 5, 2016, delved into the motivation, properties, production, and detection of axions as a form of dark matter. The event also discussed the Strong CP Problem, exploring the absence of P and CP violation in strong interactions and the intriguing implications it poses. Various topics discussed include axion constraints, laboratory searches, cosmological implications, and axion search techniques like the cavity haloscope and axion helioscope. The conference highlighted the latest advancements in axion research and detection technology, emphasizing the significance of axions in the study of dark matter and fundamental physics.
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The Search for Axions Pierre Sikivie Axion Dark Matter Conference & Oscar Klein Centre Colloquium December 5, 2016
Outline • Axion motivation and properties • Production in the early universe • Axion dark matter detection • Other methods
The Strong CP Problem where The absence of P and CP violation in the strong interactions requires from upper limit on the neutron electric dipole moment
The Standard Model does not provide a reason for to be so tiny, but a relatively small modification does …
is a symmetry of the classical action is spontaneously broken has a color anomaly Peccei and Quinn, 1977
If a symmetry is assumed, relaxes to zero, and a light neutral pseudoscalar particle is predicted: the axion. Weinberg, Wilczek 1978
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f f a a = 0.97 in KSVZ model 0.36 in DFSZ model
Axions are constrained by • beam dump experiments • rare particle decays • radiative corrections • the evolution of stars
The remaining axion window laboratory searches cosmology stellar evolution
g a Thermal axions q these processes imply an axion decoupling temperature thermal axion temperature today: = effective number of thermal degrees of freedom at axion decoupling
There are two cosmic axion populations: hot and cold. When the axion mass turns on, at QCD time,
V Effective potential V(T, ) axion strings axion domain walls
Axion production by vacuum realignment V V a a initial misalignment angle J. Preskill, M. Wise & F. Wilczek, L. Abbott & PS, M. Dine & W. Fischler, 1983
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. If inflation after the PQ phase transition . produces isocurvature density perturbations may be accidentally suppressed CMBR constraint
. If no inflation after the PQ phase transition . S. Borsanyi et al. 1606.07494 axion miniclusters appear cold axions are produced by vacuum realignment, string decay and wall decay
Axions are cold dark matter Density Velocity dispersion Effective temperature
Axion Search Techniques the cavity haloscope the axion helioscope shining light through walls axion mediated long-range forces NMR methods LC circuit atomic transitions
Axion dark matter is detectable PS '83 a X FFT A/D
conversion power on resonance search rate for s/n = 4
ADMX hardware high Q cavity experimental insert
*Supported by DOE Grants DE-FG02-97ER41029, DE-FG02-96ER40956, DE-AC52-07NA27344, DE-AC03-76SF00098, NSF Grant PHY-1067242, and the Livermore LDRD program ADMX in its second generation
Upgrade with SQUID Amplifiers IB The basic SQUID amplifier is a flux-to-voltage transducer SQUID noise arises from Nyquist noise in shunt resistance scales linearly with T However, SQUIDs of conventional design are poor amplifiers above 100 MHz (parasitic couplings). Vo (t) F Flux-bias to here
Quantum-limited SQUID-based amplification • SQUIDs have been measured with TN ~ 50 mK • Compared to ~ 2 K for HFET amplifiers • Near quantum– limited noise • Provides a large increase in ADMX sensitivity SQUID amplifiers J. Clarke et al.
Gen 2 ADMX sensitivity Will scan the lower-mass decade at or below DFSZ sensitivity
ADMX-HF at Yale • Multi-post system that consists of 3 rotors connected on common axis and 3 stators. • 4” ID cavity: Six 0.5” diameter rods • Freq. span 4.7- 6.0 GHz
Axion Search Techniques the cavity haloscope the axion helioscope shining light through walls axion mediated long-range forces NMR methods LC circuit atomic transitions
a Axion to photon conversion in a magnetic field x Theory P. S. ’83 L. Maiani, R. Petronzio and E. Zavattini ’86 K. van Bibber et al. ’87 G. Raffelt and L. Stodolsky, ‘88 K. van Bibber et al. ’89 Experiment D. Lazarus et al. ’92 R. Cameron et al. ‘93 S. Moriyama et al. ’98, Y. Inoue et al. ’02 K. Zioutas et al. 04 E. Zavattini et al. 05 conversion probability with
CernAxionSolarTelescope Sunset Photon detectors Sunrise Photon detectors Sunrise axions Sunset axions Decommissioned LCH test magnet Rotating platform 3 X-ray detectors X-ray Focusing Device
Solax, Cosme ’98 Primakoff conversion of solar axions in crystals on Earth a Ge DAMA ‘01 x NaI (100 kg) CDMS ‘09 fewkeV Ge Bragg scattering on crystal lattice Edelweiss ‘13 Ge
Axio-Electric Effect • Theory • Experiment S. Dimopoulos, G.D. Starkman & B.W. Lynn, '86 F. Avignone et al., '87 E. Aprile et al., '09 E. Armengaud et al. ‘13