2015
DOI: 10.1016/j.asr.2014.06.021
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Neutron monitors and muon detectors for solar modulation studies: Interstellar flux, yield function, and assessment of critical parameters in count rate calculations

Abstract: Particles count rates at given Earth location and altitude result from the convolution of (i) the interstellar (IS) cosmic-ray fluxes outside the solar cavity, (ii) the time-dependent modulation of IS into Top-of-Atmosphere (TOA) fluxes, (iii) the rigidity cut-off (or geomagnetic transmission function) and grammage at the counter location, (iv) the atmosphere response to incoming TOA cosmic rays (shower development), and (v) the counter response to the various particles/energies in the shower. Count rates from… Show more

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Cited by 44 publications
(53 citation statements)
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References 149 publications
(217 reference statements)
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“…Data analysis as well as Monte Carlo simulations have often been used to provide estimates of the neutron monitor response function [Clem and Dorman, 2000;Caballero-Lopez and Moraal, 2012;Mishev et al, 2013;Nuntiyakul et al, 2014;Maurin et al, 2015]. NMs are sensitive to secondary particles that undergo nuclear interaction with a dense lead producer, inducing tertiary neutrons that are detected by proportional counters filled with BF 3 or 3 He gas.…”
Section: Introductionmentioning
confidence: 99%
“…Data analysis as well as Monte Carlo simulations have often been used to provide estimates of the neutron monitor response function [Clem and Dorman, 2000;Caballero-Lopez and Moraal, 2012;Mishev et al, 2013;Nuntiyakul et al, 2014;Maurin et al, 2015]. NMs are sensitive to secondary particles that undergo nuclear interaction with a dense lead producer, inducing tertiary neutrons that are detected by proportional counters filled with BF 3 or 3 He gas.…”
Section: Introductionmentioning
confidence: 99%
“… Deb82: Debrunner et al [], Cle00: Clem and Dorman [], Flu08: Flückiger et al [], Mat09: Matthiä et al [], Cab12: Caballero‐Lopez and Moraal [], Mis13: Mishev et al [], and Mau15: Maurin et al [].…”
Section: Response and Yield Function Estimationsmentioning
confidence: 99%
“…Numerous papers have been published on this method [see, for instance, Nagashima et al, 1989;Moraal et al, 1989;Clem and Dorman, 2000;Bieber et al, 1997;Caballero-Lopez and Moraal, 2012]. On the other hand, the second method calculates the yield function by using generic numerical codes such as FLUKA, GEANT4, and CORSIKA (KASKADE) to simulate the atmospheric cascade process and then adding detector-specific details to these models [see, for instance, Hatton, 1971;Debrunner et al, 1982;Clem and Dorman, 2000;Flückiger et al, 2008;Matthiä et al, 2009;Mishev et al, 2013;Maurin et al, 2015].…”
Section: 1002/2016ja022690mentioning
confidence: 99%
“…As underlined in several studies, the use of several IS flux parametrisations (Garcia-Munoz et al 1975;Burger et al 2000;Langner et al 2003;Webber & Higbie 2003O'Neill 2006;Shikaze et al 2007) leads to shifts of these time series up to ∆φ ∼ ±200 MV (e.g. Maurin et al 2015). This motivates us even more to find a better characterisation of the IS flux, modulation level, and of the correlations between these parameters.…”
Section: Introductionmentioning
confidence: 99%
“…In the former approach, we benefit from sampling the same IS flux at the cost of one additional modulation parameter per snapshot: depending on the data precision and the periods used, ideally both high and low solar activity periods, the degeneracy is mostly lifted, although some significant uncertainties can remain (e.g. Maurin et al 2015). In the second approach, the modulation level φ(t i ) is now the quantity sampled several times by different species, each new species requiring several additional shape parameters: the benefit is that species with different Z/A (e.g.…”
Section: Analysis and χmentioning
confidence: 99%