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The Determination of K-lambda
of
Cumberland Observatory

Summary
Light from stars, when passing into the atmosphere, is attenuated by the
layers of air. In order to obtain accurate photometric data of an object
(unless differential photometry is being carried out) an accurate description
of the amount of attenuation is necessary. Without this, actual visual
magnitude measurements are impossible. Naturally, the amount of interference
depends on several factors. These include angle of observation (as greater
angles from zenith or zenith angles mean more atmosphere to pass through),
the wavelength of light (light is reddened as it passes through our atmosphere),
and others such as temperature and moisture content of the atmosphere. In
addition, light pollution from surrounding areas can hamper data collection.
The constant K-lambda or extinction variable can be determined through two major
means. The first is by observing two stars of the same spectral type at two
different angles in the sky (the High-Star Low-Star method)
over the course of several hours, over the course of several nights. The
second method is the so called Blue-Star Red-Star method where
two stars at the same angle or very close of very different spectral types
are observed.
From these data and some simple math, data points of observed magnitude
as a function of air mass (or zenith angle) can be plotted. The line
described by these points describes Bouguer's Law. First order and
second order K-lambda coefficients can be obtained quite simply.
State of the Project
Very little data has been taken for this project, as the weather has been
a major difficulty in recent months. However, it is hoped that some data
will be taken soon and the coefficients can be determined. This in no
way interferes with the differential photometry of 2S0114+65/LSI +65 10, where simply variations in the light curve
are observed.
For Further Information
- Buil, Christian. CCD Astronomy: Construction and Use of an Astronomical CCD Camera. Richmond, Va:Willman-Bell, 1991. 267-71.
1 March 1996