Difference between revisions of "GOES Flux vs STIX counts"
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− | The GOES flux of a flare is estimated using | + | The GOES flux of a flare is estimated using<br> |
− | flux=10^(p0+p1*x+p2**x^2+p3*x^3), | + | |
− | with x=log10(stix_peak_counts)/r^2 | + | flux=10^(p0+p1*x+p2**x^2+p3*x^3), <br> |
− | where p0, p1, p2 are the parameters from the polynomial curve fit, | + | |
− | peak_counts is the STIX QL LC peak counts and r is the distance between the Sun and solar orbiter in units of au. | + | with x=log10(stix_peak_counts)/r^2<br> |
+ | |||
+ | where p0, p1, p2 are the parameters from the polynomial curve fit, peak_counts is the STIX QL LC peak counts and r is the distance between the Sun and solar orbiter in units of au. |
Revision as of 10:38, 15 January 2022
The GOES flux of a flare is estimated using
flux=10^(p0+p1*x+p2**x^2+p3*x^3),
with x=log10(stix_peak_counts)/r^2
where p0, p1, p2 are the parameters from the polynomial curve fit, peak_counts is the STIX QL LC peak counts and r is the distance between the Sun and solar orbiter in units of au.