Mean Intensity Magnitude of Variable Star

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SUMMARY

The mean phase-weighted intensity magnitude of a variable star can be calculated by first converting binned magnitude data points into intensity values using the formula I = 10^(-0.4 * m), where I is intensity and m is magnitude. After obtaining the average intensity, the value can be converted back to magnitude using m = -2.5 * log10(I). The LEDA (Lyon-Meudon Extragalactic Database) is a valuable resource for accessing light curve data and additional information on variable stars.

PREREQUISITES
  • Understanding of photometric magnitudes and their conversion to intensity.
  • Familiarity with logarithmic functions and their applications in astronomy.
  • Knowledge of variable star classification and light curve analysis.
  • Basic proficiency in using LEDA for astronomical data retrieval.
NEXT STEPS
  • Research the LEDA database for variable star light curves and data analysis tools.
  • Learn about the conversion formulas between magnitude and intensity in photometry.
  • Explore statistical methods for averaging intensity values from light curves.
  • Investigate software tools for light curve analysis, such as AstroPy or VStar.
USEFUL FOR

Astronomers, astrophysics students, and researchers involved in the study of variable stars and light curve analysis will benefit from this discussion.

emtilt
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How do I calculate the mean phase-weighted intensity magnitude of a variable star? I.e., if I have binned (magnitude) data points over the whole light curve, how do I change those magnitudes to intensities so that I can get the average intensity and then convert that value back to a magnitude?

Thanks.
 
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