7 research outputs found
Small-Scale and Global Dynamos and the Area and Flux Distributions of Active Regions, Sunspot Groups, and Sunspots: A Multi-Database Study
In this work we take advantage of eleven different sunspot group, sunspot,
and active region databases to characterize the area and flux distributions of
photospheric magnetic structures. We find that, when taken separately,
different databases are better fitted by different distributions (as has been
reported previously in the literature). However, we find that all our databases
can be reconciled by the simple application of a proportionality constant, and
that, in reality, different databases are sampling different parts of a
composite distribution. This composite distribution is made up by linear
combination of Weibull and log-normal distributions -- where a pure Weibull
(log-normal) characterizes the distribution of structures with fluxes below
(above) Mx (Mx). We propose that this is evidence of two
separate mechanisms giving rise to visible structures on the photosphere: one
directly connected to the global component of the dynamo (and the generation of
bipolar active regions), and the other with the small-scale component of the
dynamo (and the fragmentation of magnetic structures due to their interaction
with turbulent convection). Additionally, we demonstrate that the Weibull
distribution shows the expected linear behavior of a power-law distribution
(when extended into smaller fluxes), making our results compatible with the
results of Parnell et al. (2009)
Long-term studies of photospheric magnetic fields on the Sun
We briefly review the history of observations of magnetic fields on the Sun, and describe early magnetograps for full disk measurements. Changes in instruments and detectors, the cohort of observers, the knowledge base etc may result in non-uniformity of the long-term synoptic datasets. Still, such data are critical for detecting and understanding the long-term trends in solar activity. We demonstrate the value of historical data using studies of active region tilt (Joy’s law) and the evolution of polar field and its reversal. Using the longest dataset of sunspot field strength measurements from Mount Wilson Observatory (1917-present) supplemented by shorter datasets from Pulkovo (1956–1997) and Crimean (1956-present) observatories we demonstrate that the magnetic properties of sunspots did not change over the last hundred years. We also show that the relationship between the sunspot area and its magnetic flux can be used to extend the studies of magnetic field in sunspots to periods with no direct magnetic field measurements. Finally, we show how more recent full disk observations of the vector magnetic field can be used to study the long-term (solar cycle) variations in magnetic helicity on the Sun
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Long-term solar variability: ISWAT S1 cluster review for COSPAR space weather roadmap
The Committee on Space Research (COSPAR) is updating its Roadmap on Space Weather. As input for this update, the COSPAR International Space Weather Action Teams (ISWAT) were asked to provide an overview of the current state-of-the-art and advancements since the last Roadmap (Schrijver et al., 2015), identifying gaps and opportunities for moving forward within the next 5 years — based on ongoing and planned missions, available modeling, and observational capabilities — and presenting an outlook beyond 5 years and recommendations on reaching long-term goals. While space weather is typically associated with short-term solar activity, knowledge of past solar variability observed and recorded through various parameters, including historical space weather events, informs us about the range of possible solar fluctuations. This long-term solar variability, belonging to the domain of space climate, is the prime focus of the ISWAT S1 Cluster. The goal of this paper is to describe the key objectives of the three S1 Action Teams, summarize the current state of knowledge of the topic that each team is focusing on, and identify the key science gaps that need to be addressed in each area