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Galactic-extinction-map

Galactic extinction maps created by An, Beers, Chiti (2024, ApJS in press):

https://arxiv.org/abs/2404.14626

Example scripts in both IDL and Python are provided below to obtain the mean E(B-V) for a specified sightline and distance.

There are two alternative extinction maps provided. The first ("extinction_map") is derived using a fixed value for the total-to-selective extinction ratio, R(V), set at the standard value (=3.1). The second map ("extinction_map2") is based on a scenario where R(V) varies during the parameter search. Refer to Sections 4 and 6 in ABC for detailed descriptions of each case.

In order to run these scripts, you may need to install the HEALPix subroutines from the following webpages:

IDL: see https://healpix.sourceforge.io/doc/html/install.htm

Python: see https://healpy.readthedocs.io/en/latest/install.html

  1. Example script in IDL

(1) Compute the E(B-V) for the Pleiades located at Galactic coordinates of (l, b) = (120, 10) degrees and a distance of 135.8 pc, utilizing the default extinction map with a total-to-selective extinction ratio of R(V)=3.1:

 IDL> get_extinction, 166.4628, -23.6146, 135.8

 E(B-V) = 0.029 +/- 0.009
 Note that useful E(B-V) are found within   97 -  2483 pc.

(2) Repeat the computation outlined above, this time utilizing an alternative extinction map that incorporates a variation in R(V):

 IDL> get_extinction, 166.4628, -23.6146, 135.8, /get_rv

 E(B-V) = 0.031 +/- 0.008
 R(V) = 3.866
 Note that useful E(B-V) are found within   97 -  2403 pc.
  1. Example script in Python

(1) Compute the E(B-V) for the Pleiades located at Galactic coordinates of (l, b) = (120, 10) degrees and a distance of 135.8 pc, utilizing the default extinction map with a total-to-selective extinction ratio of R(V)=3.1:

 >>> from get_extinction import get_extinction
 >>> get_extinction(glon=166.4628, glat=-23.6146, dpc=135.8)

 E(B-V) = 0.029 +/- 0.009
 Note that useful E(B-V) is found within 97 - 2483 pc.

(2) Repeat the computation outlined above, this time utilizing an alternative extinction map that incorporates a variation in R(V):

 >>> from get_extinction import get_extinction
 >>> get_extinction(glon=166.4628, glat=-23.6146, dpc=135.8, get_rv=True)
 
 E(B-V) = 0.031 +/- 0.008
 R(V) = 3.866
 Note that useful E(B-V) is found within 97 - 2403 pc.

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