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Measuring the Temperature of Hot Solar Flare Plasma with RHESSI

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Measuring the Temperature of Hot Solar Flare Plasma with RHESSI Amir Caspi1,2, Sam Krucker2, Robert P. Lin1,2 1 Department of Physics, University of California ... – PowerPoint PPT presentation

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Title: Measuring the Temperature of Hot Solar Flare Plasma with RHESSI


1
Measuring the Temperature of Hot Solar Flare
Plasma with RHESSI
  • Amir Caspi1,2, Sam Krucker2, Robert P. Lin1,2
  • 1 Department of Physics, University of
    California, Berkeley, CA 94720
  • 2 Space Sciences Laboratory, University of
    California, Berkeley, CA 94720

2
Typical flare characteristics
  • Durations of 100-1000 seconds
  • Plasma temperatures on order of a few times 107
    degrees
  • Densities of 1010 to 1012 cm-3
  • Energy content of 1032-1033 ergs
  • Generally, loop structure with thermal emission
    from the looptop, non-thermal emission from
    footpoints

3
Basic flare model (cartoon and data)
(Tsuneta 1997)
4
X-ray Flare Classification
  • Photometers on board the GOES satellites monitor
    solar soft X-rays
  • GOES class is determined by peak flux in the 1-8A
    channel
  • Rough correlation between GOES class and
    temperature, energy

5
SXR flare emission
  • Electron bremsstrahlung (free-free continuum
    emission)
  • Radiative recombination (free-bound continuum
    emission)
  • Electron excitation decay (bound-bound line
    emission)

6
First X-Ray Observations
  • Balloon and rocket flights 1959-1962
  • Orbiting Solar Observatory satellites
  • Skylab
  • Hinotori
  • Solar Maximum Mission
  • Yohkoh
  • Poor energy resolution caused high uncertainties
    in interpretation of spectra
  • Initial fits interpreted HXR spectra as gt100MK
    plasma

(Crannell et al. 1978)
7
Later X-Ray Observations
  • Germanium detectors offered much higher spectral
    resolution
  • Allowed more accurate identification of thermal
    and non-thermal emission
  • Early balloon flight showed that HXR emission was
    most likely non-thermal, but plasma temperatures
    were still fairly high
  • RHESSI offers the best spectral resolution in its
    energy range to date
  • Sensitive down to 3 keV
  • 1 keV FWHM

(Lin et al. 1981)
8
(No Transcript)
9
RHESSI - Instrument
10
RHESSI Spectra and Imaging
11
RHESSI Spectra and Imaging
12
Open questions
  • Evolution of the thermal plasma
  • What are the dominant heating and cooling
    mechanisms?
  • Is the looptop source primarily thermal?
  • Non-thermal electrons
  • What happens at low energies (e.g. turnover,
    cutoff, etc.)?
  • Energy content (thermal and non-thermal)
  • We can use X-ray spectral lines in addition to
    the continuum

13
Fe Fe/Ni line complexes
  • Line(s) are visible in almost all RHESSI flare
    spectra
  • Fluxes and equivalent width of lines are strongly
    temperature-dependent (Phillips 2004)

14
Fe Fe/Ni line complexes
  • Differing temperature profiles of line complexes
    suggests ratio is unique determination of
    isothermal temperature (Phillips 2004)

15
Fe Fe/Ni line complexes
  • Lines are cospatial with the thermal source
  • No appreciable emission from footpoints
  • The lines are a probe of the same thermal plasma
    that generates the continuum
  • We can directly compare the continuum temperature
    to the line-ratio temperature

16
Analytical method
  • Fit spectra with thermal continuum, 3 Gaussians,
    and power law
  • Calculate temperature from fit line ratio may
    also calculate emission measure and equivalent
    widths from absolute line fluxes
  • Compare to continuum temperature

17
Flux ratio vs. Temperature
18
Flux ratio vs. Temperature
19
Flux ratio vs. Temperature
20
Flux ratio vs. Temperature
21
23 July 2002 Pre-impulsive phase
  • Fit equally well with or without thermal
    continuum!
  • Iron lines indicate thermal plasma must be
    present, but much cooler than continuum fit
    implies

22
Emissivity vs. Temperature
23
Emissivity vs. Temperature
24
Emissivity vs. Temperature
  • Possible explanations
  • Ionization lag
  • Low-temperature plasma w/o significant line
    emission
  • Multi-thermal temperature distribution
  • Instrumental effects and coupled errors in
    multi-parameter fits
  • Excitation by non-thermal electrons
  • Incorrect assumptions about abundances and/or
    ionization fractions
  • Abundance variations during the flare

small contribution
25
Flux ratio vs. Temperature
26
Flux ratio vs. Temperature
27
Conclusions
  • Fe Fe/Ni features provide another measure of
    thermal plasma besides continuum emission
  • Help reject improper fits to thermal continuum
  • Provide thermal information even when continuum
    is difficult to analyze
  • Line/continuum relationship appears to change
    during flare
  • Suggests theory may need corrections
  • Initial assumptions about abundances and/or
    ionization fractions may be incorrect
  • Not all flares exhibit the same line/continuum
    relationship
  • Suggests different temperature distributions
  • Other differences (spectral hardness, abundances)
    may contribute

28
Future Work
  • Better instrumental calibration and modeling
  • Differential Emission Measure (DEM) analysis
  • Determine the effects of a multi-temperature
    distribution on the relationship between the line
    ratio and the continuum temperature
  • Imaging Spectroscopy
  • Obtain and analyze spectra for spatially-separated
    sources (e.g. footpoints and looptop)
  • Allows us to isolate presumed thermal and
    non-thermal sources to determine how thermal or
    non-thermal they are
  • Place limits on the extent of non-thermal
    excitation of the lines
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