Flare Physics in Solar Activity Maximum 22
DOI: 10.1007/bfb0032637
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Thermodynamic evolution of flares

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Cited by 30 publications
(43 citation statements)
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“…Conductive cooling may account for faster cooling timescales in flaring conditions (Doschek et al 1982) when the temperature gradients are largest. The conductive cooling phase starts at the temperature peak and continues to the peak of the EM (Cargill 1994), which is common in flare observations (Sylwester et al 1993). In this flare, at the start of the cooling phase III, the temperature peaks measurably before the EM (see Figure 20).…”
Section: Conductive Coolingmentioning
confidence: 68%
“…Conductive cooling may account for faster cooling timescales in flaring conditions (Doschek et al 1982) when the temperature gradients are largest. The conductive cooling phase starts at the temperature peak and continues to the peak of the EM (Cargill 1994), which is common in flare observations (Sylwester et al 1993). In this flare, at the start of the cooling phase III, the temperature peaks measurably before the EM (see Figure 20).…”
Section: Conductive Coolingmentioning
confidence: 68%
“…a shorter loop length) if significant heating is present during the decay. The slope ζ of the decay path in the density-temperature diagram (Sylwester et al 1993) is maximum (∼2) if the heating is negligible in the decay and minimum (∼0.5) -the slope of the loci of the hydrostatic loops with decreasing temperature -if the heating dominates the decay (Sylwester et al 1993). From Eq.…”
Section: The Flaresmentioning
confidence: 98%
“…Some observational support for these scalings comes from the work of Sylwester et al (1993). They first carried out numerical hydrodynamic simulations of cooling flare plasma and from the results calculated n − T and corresponding √ EM − T diagrams, where EM is the emission measure.…”
Section: Comparison Between the Analytical Model And Numerical Simulamentioning
confidence: 99%
“…Subsequent investigations by Sylwester et al (1993) and Cargill et al (1995, hereafter CMA95) showed that while δ was not always two, the generic power-law relationship was very robust. The difference between these two approaches to radiative cooling are significant.…”
Section: Introductionmentioning
confidence: 96%