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The Astrophysical Uncertainties Of Dark Matter Direct Detection Experiments (1005.0579v3)

Published 4 May 2010 in hep-ph and astro-ph.CO

Abstract: The effects of astrophysical uncertainties on the exclusion limits at dark matter direct detection experiments are investigated for three scenarios: elastic, momentum dependent and inelastically scattering dark matter. We find that varying the dark matter galactic escape velocity and the Sun's circular velocity can lead to significant variations in the exclusion limits for light ($\lesssim10$ GeV) elastic and inelastic scattering dark matter. We also calculate the limits using one hundred velocity distributions extracted from the Via Lactea II and GHALO N-body simulations and find that a Maxwell-Boltzmann distribution with the same astrophysical parameters generally sets less constraining limits. The elastic and momentum dependent limits remain robust for masses $\gtrsim50$ GeV under variations of the astrophysical parameters and the form of the velocity distribution.

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Summary

  • The paper demonstrates that variations in the galactic escape velocity, Sun’s circular speed, and local dark matter density can shift exclusion limits by up to 100% for low-mass and inelastic interactions.
  • The analysis employs both Maxwell-Boltzmann models and high-resolution N-body simulation data to evaluate elastic, momentum-dependent, and inelastic dark matter scattering.
  • The findings stress the need for refined astrophysical modeling to accurately interpret direct detection results and guide future experimental designs.

Evaluating Astrophysical Uncertainties in Dark Matter Detection

Christopher McCabe's paper, "The Astrophysical Uncertainties Of Dark Matter Direct Detection Experiments," provides an in-depth analysis of how variations in astrophysical parameters impact the exclusion limits in dark matter direct detection experiments. This paper evaluates three interaction types: elastic scattering, momentum-dependent scattering, and inelastic scattering, focusing particularly on low-mass dark matter particles around or less than 10 GeV and on high-mass particles in the range of 50 GeV and above.

McCabe highlights the sensitivity of experimental exclusion limits to several astrophysical variables—the galactic escape velocity, the Sun’s circular velocity, and the local dark matter density. The investigation utilizes both theoretical models such as Maxwell-Boltzmann velocity distribution and empirical data from high-resolution N-body simulations like Via Lactea II and GHALO. These simulations suggest that the assumed Maxwellian velocity distribution, although traditionally used, might not adequately represent the complexity of the dark matter halo, thereby potentially affecting experimental conclusions.

Key Observations

The paper finds that exclusion limits for high-mass-dark matter candidates (elastic and momentum-dependent interactions) remain robust against the variation of astrophysical parameters, showing only minor deviations (approximately 10% in several scenarios). In stark contrast, low-mass or inelastically scattering dark matter candidates are considerably more sensitive to uncertainties inherent in astrophysical parameters. Here, exclusion curves demonstrate significant shifts, sometimes as much as 100%, notably when considering variations in the Sun’s circular speed and the form of the velocity distribution.

The paper leverages detailed numerical analysis by considering one hundred velocity distributions from N-body simulations. It identifies global and local irregularities in the velocity distributions that diverge from the standard assumptions often utilized in dark matter research. This divergence, particularly for inelastic scattering, suggests that using empirical velocity distributions generally results in more stringent exclusion limits compared to those derived from the Maxwellian model.

Implications and Speculations

The substantial variance observed due to astrophysical uncertainties underscores the critical need for careful parameter estimation when conducting dark matter detection experiments. The results imply that assumptions about the local dark matter density and velocity distribution could heavily influence interpretations of experimental data, especially when probing light dark matter or considering scenarios with inelastic scattering. Theoretical predictions and experimental strategies are thus stressed to incorporate these astrophysical factors comprehensively.

Given these findings, a future direction of research might involve developing more refined astrophysical models that align closely with observations gathered from advanced simulations. As computational techniques and observational capabilities progress, integrating more empirical data could reduce the uncertainties associated with these parameters.

Conclusion

McCabe's analysis is a thorough examination of how astrophysical uncertainties can skew expectations and interpretations of dark matter detection results. These findings reiterate the necessity of integrating robust astrophysical modeling with experimental approaches. The insights obtained from this research could serve to guide future investigation frameworks and experimental designs aimed at elucidating the elusive nature of dark matter, particularly in scenarios sensitive to high-speed escape velocities and solar movement dynamics, underlining the need for a continued collaboration between theoretical predictions and empirical validation in the paper of dark matter.

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