The Popular Science Monthly, October, 1900: Vol. 57, May, 1900 to October, 1900Various
History
The Popular Science Monthly, October, 1900: Vol. 57, May, 1900 to October, 1900
Various
Science -- Periodicals; Technology -- Periodicals
Returning to the upper end of the scale, the contrast between the great
number of stars less than fifty days, and the small number between
fifty and one hundred, seems to show that we have here a sharp line
of distinction between stars of long and those of short period. But,
when we examine the matter in detail, the statistics of the periods
do not enable us to draw any such line. About eight periods are less
than one day, and the number of this class known to us is continually
increasing. About forty are between one and ten days, and from this
point upwards they are scattered with a fair approach to equality
up to a period of one hundred days. There is, however, a possible
distinction, which we shall develop presently.
[Illustration: FIG. 1. THE LAW OF CHANGE IN A VARIABLE STAR.]
The law of change in a variable star is represented to the eye by a
curve in the following way. We draw a straight horizontal line _A X_ to
represent the time. A series of equidistant points, _a_, _b_, _c_, _d_,
etc., on this will represent moments of time. One of the spaces, _a_,
_b_, _c_, etc., may represent an hour, a day, or a month, according
to the rapidity of change. We take _a_ to represent the initial
moment, and erect an ordinate _aa’_, of such length as to represent
the brightness of the star on some convenient scale at this moment. At
the second moment, _b_, which may be an hour or a day later, we erect
another ordinate _bb’_, representing the brightness at this moment. We
continue this process as long as may be required. Then we draw a curve,
represented by the dotted line, through the ends of all the ordinates.
In the case of a periodic star it is only necessary to draw the curve
through a single period, since its continuation will be a repetition of
its form for any one period.
We readily see that if a star does not vary, all the ordinates will
be of equal length, and the curve will be a horizontal straight line.
Moreover, the curve will take this form through any portion of time
during which the light of the star is constant.
There are three of the periodic stars plainly visible to the naked eye
at maximum, of which the variations are so wide that they may easily
be noticed by any one who looks for them at the right times, and knows
how to find the stars. These stars are:
Omicron Ceti, called also _Mira Ceti_.
Beta Persei, or Algol.
Beta Lyræ.
It happens that each of these stars exemplifies a certain type or law
of variations.
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