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resources/links/.ipynb_checkpoints/sersic profile-checkpoint.md

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resources/links/Sershapes.png

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resources/links/sersic profile.md

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Reference:
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- http://www-star.st-and.ac.uk/~spd3/Teaching/AS3011/AS3011_5.pdf
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---
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#### What is the sersic profile used for:
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- It describes how surface brightness decreases relative to the radius.
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- The simplest form is when $n = 1$, where $n$ is the sersic index, where it changes depending on the structure.
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<p align="center" width="100%">
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<img width="33%" src="Sershapes.png">
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</p>
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#### The Sersic profile equation $$I(r)=I_{0}\exp(-(\frac{r}{\alpha})^{1/n})$$ where:
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- $I(r)$ = intensity at radius r ~ (total light profile ?)
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- $I_0$ = central intensity
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- $\alpha$ = scale length (what ever that is)
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- n = Sersic index, where the index is based on the structure.
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<p align="center" width="100%">
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<img width="33%" src="n.png">
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</p>

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