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Hi! In this problem I have to calculate the distance to a cefeide star, I know visual magnitude, m_{v}, his magnitude in B range, m_{b} and its period, P.
Well, if I ignore extinction, I can calculate the distance with M_{V}:
m_{v}=M_{V}+5log(\frac{r}{10})+A_{v}
Where A{v} is visual magnitude extinction.
As I know color index:
m_{b}-m_{v}=M_{B}-M_{V}+E_{B-V}
Where: E_{B-V} is color excess.
And:
\frac{A_{V}}{E_{B-V}}\approx3I just need to calculate absolute magnitude in B range, M_{B}, to calculate extinction and be able to calculate the distance.
Any ideas about how could I do it?
I apologize for my mistakes, I am still learning English.
Thanks.
Well, if I ignore extinction, I can calculate the distance with M_{V}:
m_{v}=M_{V}+5log(\frac{r}{10})+A_{v}
Where A{v} is visual magnitude extinction.
As I know color index:
m_{b}-m_{v}=M_{B}-M_{V}+E_{B-V}
Where: E_{B-V} is color excess.
And:
\frac{A_{V}}{E_{B-V}}\approx3I just need to calculate absolute magnitude in B range, M_{B}, to calculate extinction and be able to calculate the distance.
Any ideas about how could I do it?
I apologize for my mistakes, I am still learning English.
Thanks.