Publication
Title
Gravitational energy, solar radius and solar cycle
Author
Abstract
A self-consistent approach is used. From the change (1.2 W/m(2)) in the solar constant (1367 W/m(2)) during a solar cycle we deduced a relation between the change in solar radius DeltaR and the depth d = (1 - alpha) R in the convection zone where the expansion starts. A second relation is obtained by equating the gravitational energy required for the expansion and the decrease in luminosity during half a solar cycle. This yields values for DeltaR approximate to 8 km d approximate to 0.96R (super-granular region) and for the change in gravitational energy DeltaE approximate to 10(32) J. Similar considerations are made for the Maunder Minimum yielding DeltaR approximate to 60 km, d approximate to 0.94R and DeltaE approximate to 10(33) J. There is some change, say 40 per cent, if we use a quadratic expansion instead of a linear one. Moreover this theory suits a qualitative explanation why the Sun expands during a minimum of the magnetic activity.
Language
English
Source (journal)
SOLSPA 2001: proceedings of the second solar cycle and space weather euroconference
Source (book)
2nd Euroconference on Solar Cycle and Space Weather, SEP 24-29, 2001, VICO EQUENSE, ITALY
Publication
2002
ISBN
92-9092-749-6
Volume/pages
477(2002), p. 209-212
ISI
000177209900049
UAntwerpen
Faculty/Department
Research group
Publication type
Subject
Affiliation
Publications with a UAntwerp address
External links
Web of Science
Record
Identification
Creation 03.01.2013
Last edited 17.09.2017
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