V. J. Foster
Queen's University Belfast
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Featured researches published by V. J. Foster.
The Astrophysical Journal | 1996
V. J. Foster; M. Mathioudakis; F. P. Keenan; Jeremy J. Drake; K. G. Widing
Theoretical electron density sensitive emission line ratios involving Fe x 3s23p5 − 3s23p43d transitions in the 170-190 A wavelength range are compared with observational data for a solar active region and flares, obtained during the Skylab mission, and α Cen and Procyon observations from the Extreme Ultraviolet Explorer (EUVE) satellite. Electron densities derived from the majority of the ratios are consistent for the events but are in poor agreement with the values of Ne estimated from diagnostic lines in other species observed in the spectra, casting doubt on the accuracy of the theoretical line ratio calculations and, hence, the atomic data of Mohan et al. used in their derivation. At low Ne, the present ratios are significantly different from those of Young et al., while the latter imply densities that are in somewhat better agreement with densities derived from other diagnostics. This would appear to indicate that the electron impact excitation rates of Bhatia & Doschek adopted by Young et al. are to be preferred over the Mohan et al. results.
The Astrophysical Journal | 1992
F. P. Keenan; E. S. Conlon; V. J. Foster; K. M. Aggarwal; K. G. Widing
New R-matrix calculations of electron impact excitation rates in Ca XV are used to derive theoretical electron density diagnostic emission-line ratios involving 2s 2 2p 2 -2s2p 3 transitions in the wavelength range ∼180-215 A. A comparison of these with observational data for solar flares obtained with the Naval Research Laboratorys S082A spectrograph on board Skylab reveals excellent agreement between theory and observation, as does a comparison with line ratio measurements from the TEXT tokamak plasma, for which the electron temperature and density have been independently determined
The Astrophysical Journal | 1993
F. P. Keenan; P. L. Dufton; E. S. Conlon; V. J. Foster; A. E. Kingston; K. G. Widing
We have examined EUV spectra of solar flares obtained with the Naval Research Laboratorys S082A slitless spectrograph on board Skylab, and measured the intensities of the 324.97 A and 323.57 A emission lines relative to that of the Fe XV 3s3p 3 P 2 -3p 2 3 P 1 transition at 321.76A. A comparison of these line ratios with theoretical predictions indicates that the Fe XV 3s3p 1 P-3p 2 1 S transition is the line observed at 324.97 A, rather than the feature at 323.57 A as previously suggested. In addition, we show that the I(324.97 A)/I(321.76 A) intensity ratio is an excellent electron density diagnostic for the Fe XV emitting region of the solar atmosphere
Solar Physics | 1997
V. J. Foster; F. P. Keenan; R. H. G. Reid; J. G. Doyle; Hong Lin Zhang; Anil K. Pradhan; K. G. Widing
Recent calculations of Mgviii electron and proton impact excitations rates are used to derive theoretical electron temperature (Te)- and density (Ne)-sensitive emission line ratios involving transitions in the 315–782 Å wavelength range. Some of these ratios are presented in the form of ratio–ratio diagrams, which should in principle allow both Ne and Te to be deduced. These results are compared with solar observational data from Skylab, but agreement between theory and observation is very poor, probably due to blending.
The Astrophysical Journal | 1993
F. P. Keenan; V. J. Foster; E. S. Conlon; K. M. Aggarwal; K. G. Widing
Theoretical S XI electron density sensitive emission-line ratios are presented for R 1 =I(2s 2 2p 2 1 D-2s 2 p 3 1 D)/I(2s 2 2p 2 3 P 2 -2s 2 p 3 3 s)=I(215.97 A)/I(191.29 A) and R 2 =I(2s 2 2p 1 1 D-2s2p 3 1 P)/I(2s 2 2P 2 3 P 2 -2s2p 3 3 S)=I(150.37 A)/I(151.25 A)
Solar Physics | 1996
F. P. Keenan; V. J. Foster; K. M. Aggarwal; K. G. Widing
AbstractTheoretical Fe xxi electron temperature and density sensitive emission line ratios are presented for
Solar Physics | 1994
F. P. Keenan; V. J. Foster; I. J. Roche; M. Mohan; K. G. Widing
Solar Physics | 1997
F. P. Keenan; V. J. Foster; M. Mohan; K. G. Widing
R_1 = I\left( {2s^2 2p^2 {}^3P_1 - 2s2p^3 {}^5S} \right)/I\left( {2s^2 2p^2 {}^3P_0 - 2s^2 2p^2 {}^3P_1 } \right)
Physica Scripta | 1996
F. P. Keenan; I. J. Roche; V. J. Foster; Man Mohan
International Astronomical Union Colloquium | 1996
C. J. Greer; V. J. Foster; F. P. Keenan; R. H. G. Reid; J. G. Doyle; Hong Lin Zhang; Anil K. Pradhan
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