Lab 04: Differential Light Curve

Build a differential light curve, locate the dip, and test its significance.

Apparatus and Setup

You will use ../data/variable_star_lightcurve.csv, containing normalized target and comparison-star fluxes at six times (in fractional Barycentric Julian Date offset, t_bjd) spanning one observing sequence.

Materials and Data

t (BJD offset)Target fluxComparison fluxΔm (mag)
0.000.9951.000
0.050.9921.001
0.100.9700.999
0.150.9551.000
0.200.9721.002
0.250.9941.001

Procedure

  1. Compute Δm = −2.5log10(F_target/F_comp) at each of the six times and complete the table.
  2. Plot Δm versus t. Identify the time of minimum light (largest Δm, i.e. faintest target) and its approximate depth relative to the t = 0.00 baseline.
  3. Estimate a noise floor for Δm from the two flattest points in the comparison star’s own flux (should be within about 0.2% of 1.000); convert that flux scatter to an equivalent Δm scatter and compare it to the dip depth you measured.
  4. State, with a number, whether the dip is statistically significant relative to your estimated noise floor.
  5. Discuss what would make this comparison star unsuitable (e.g., if its own flux had varied by 2% instead of 0.2%).

Analysis and Uncertainty

Report the dip depth (in millimagnitudes) relative to the pre-dip baseline, and the estimated noise floor, and state their ratio as a rough significance (dip depth / noise floor).

Deliverables

Assessment Criteria

References and Provenance