Lab 04: Photometric Calibration and Zero-Point Derivation

Reduce calibration frames, derive a zero point from a real Landolt standard star, and recover a target’s calibrated V magnitude.

Apparatus and Setup

This lab performs a calibration-frame reduction sequence (Lecture 07) and derives a photometric zero point from a real Landolt standard star (Lecture 08), then applies it to recover an unknown target's calibrated V magnitude.

Materials and Data

Frame / quantityRepresentative value
Bias frame (mean level)400 ADU
Dark frame, matched 300 s exposure (mean level)480 ADU
Normalized flat-field frame (mean)1.000 (by construction)
Raw light frame, standard star SA 98-978 (mean, 300 s)811360668 ADU
Raw light frame, science target (mean, 300 s)40568033 ADU
SA 98-978 published V magnitude (Landolt 1992)9.061

Procedure

  1. Using I_cal=(raw-D)/F (matched-exposure master-dark workflow, Lecture 07), compute the calibrated ADU level for both the standard-star frame and the science-target frame from the data table.
  2. Convert each calibrated ADU level to an electron count rate using the representative gain g=1.8 e⁻/ADU and the 300 s exposure time.
  3. Using SA 98-978's published V=9.061 magnitude and its measured count rate, solve for the night's photometric zero point Z_pt via m=-2.5log₁₀(counts/s)+Z_pt.
  4. Apply the zero point from step 3 to the science target's measured count rate to compute its calibrated V magnitude, and confirm your value is consistent with 12.314.

Analysis and Uncertainty

State explicitly what would happen to the derived zero point, and therefore to every target magnitude computed from it that same night, if the flat-field frame used in step 1 had a mean far from 1.0 rather than being properly normalized (Lecture 07's flat-field pitfall).

Deliverables

Assessment Criteria

References and Provenance