The comparison stars then being fixed upon, and their magnitude
accurately known, there is not much difficulty in comparing any variable
star with one or more of those of approximately the same magnitude. By
this means a number of independent estimates of the magnitude of the
variable is obtained free from errors from the disturbing effects of
mist or moonlight, which affects both the stars of comparison and
variable alike. If we call the stars of comparison A B C D, we enter the
comparisons somewhat as follows; (variable) 2 > A, 4 < B, 1 < C, 7 > D,
the number showing how many tenths of a magnitude the variable is more
or less bright than each comparison star, and the magnitude of the
latter being known, we get several values of the magnitude of the
variable, a mean of which is taken for the night. In order to show
clearly to the eye the variations of a star, and to compute the periods
of maximum and minimum, a graphical method is adopted: a sheet of
cross-ruled paper is prepared, on which the dates of observation are
represented by the abscissæ, and the corresponding observed magnitudes
by the ordinates. Dots are then made representing the several
observations, and a free-hand curve drawn amongst the dots, which at
once gives the probable magnitude at any epoch in the period of
observation, the change of the curve from a bend upwards to downwards,
or _vice versâ_, indicating a maximum or minimum of magnitude.
So much then for the method of determining the intensity of the visible
radiation. The next point to consider is the intensity of the thermal
radiations—we pass from photometry to thermometry. The thermopile will
in the future be an astronomical instrument of great importance. We need
not go into its uses in other branches of physics, we shall here limit
ourselves to the astronomical results which have been already obtained.
Lord Rosse used a pile of this kind, made of alternate bars of bismuth
and antimony. He attacked the moon, and by observing it from new to
full, and from full to new, he got a distinct variation of the amount of
heat, according as the moon was nearest to the epoch of full moon, or
further from that epoch. As the moon was getting full, he found the
needle moved, showing heat, and, after the full, it went down again and
found its zero again at new. By differential observations Lord Rosse
showed that this little instrument, at the focus of his tremendous
reflector, was able to give some estimate of the heat of the moon, which
may be 500 degrees Fahr. at the surface.
Public-domain text, read in full here on John Shaqi.
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