Fourier Series and Cepheid Variables

In summary, the conversation discusses using Fourier series to find the period of a cepheid variable from a set of data points for its magnitude at different times. The conversation includes confusion about the difference between Fourier series and Fourier transform, as well as attempts to plot the data and obtain a light curve. It is suggested to use a Fourier transform to extract the period from the data and to be cautious when using data from different filter bands.
  • #36
Vanadium 50 said:
Do you think so? That means you think you know the period to one part in a thousand. (And for that matter, that the period is stable to one part in a thousand)

I really don't know. The uncertainty is left blank.
1604169416982.png


Vanadium 50 said:
That said, I am still far from convinced that you are doing anything besides chasing fluctuations.
A. If you split the data into pre-1940 and post-1940 do you get the same answer?
B. If you fit even and odd data points do you get the same answer?

I'm not because my math IA (an essay written for my math class for the IB) focuses more on the mathematical working and steps rather than the precision of the data I've collected from AAVSO. I would love to get my data as precise as possible but I don't have the time.
Vanadium 50 said:
"I got the same result as someone else, and therefore I must be right" is not the way we do science. People have gotten burned doing this.
I understand; however, I am a high school student trying to write up my math investigation paper. The curriculum commends students for verifying their data with literature values for accuracy.
 

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  • #37

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  • #38
no_drama_llama_77 said:

@phyzguy
 

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  • #39

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  • #40

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