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AnishaVadher - 29 Oct 2016
To do list:
- Anisha:
- Aaron:
- Simulate a star field using known star parameters.
- Laura:
- Check star finder finds all stars in images from observation.
Progress:
Observation 1: Looked at M103, Dragonfly Cluster and Double Cluster with luminescence, red, green (visual) and blue filters all at -15 degrees.
Anisha:
- Used Simbad catalog in Aladin to get RA/DEC and B, V and R magnitudes to give to Aaron to a real simulate starfield
- Used data to plot B-V HR diagram for observed clusters
- Hertzsprung Russell diagram for double cluster using data from Simbad:
- Hertzsprung Russell diagram for M103 using data from Simbad:
Aaron:
Simulation program:
Simulation_test7.py.txt
- Given list of star parameters fom Anisha - includes positions (RA, DEC) and magnitudes (for B, V, R filters).
- Method for converting angular coordinates to pixel coordinates:
- Take camera/telescope alignment as coordinates for image center, or origin.
- Take difference in star coordinates and origin coordinates (e.g. RA_star-RA_o) to gain angular positions in relation to origin.
- Use plate scale (e.g 0.61 arcsec/pixel) to convert angular position to pixel scale position. (Not entirely accurate - isn't linear near image edges)
- Linear transformation of positions so origin is in bottom-left corner of image.
- Tested generation for recorded stars in Double Cluster and M103. For both: 1530x1020 pixels, Sigma_x=Sigma_y=3, rho=0, includes background+saturation
- M103 (center RA/DEC (J2000): 1h33m12.01s/+60deg42'00.0"):
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- Double Cluster (center RA/DEC (J2000): 2h19m0.00s/+57deg09'00.0") - generated with switched axes due to programming error:
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Laura:
- Algorithm can return:
- The number of stars in the image
- The number of pixels in each star
- The coordinates of the pixels in the stars
- The pixel values at each coordinate
- The weighted average of x and y positions
- Next step is to convert coordinates to RA and Dec and compare to actual values
- Luminescence image of Double Cluster at 15s exposure:
- Stars located using algorithm, counted 279 stars: