A View of Sir Isaac Newton's PhilosophyPemberton, Henry
Science
A View of Sir Isaac Newton's Philosophy
Pemberton, Henry
Newton, Isaac, 1642-1727. Principia
5. FARTHER, because the light in passing out of glass into the air is
turned by the refraction farther off from the line drawn through the
point of incidence perpendicular to the refracting surface, than it was
before; the light which spreads from a point shall by parting through
a convex surface of glass into the air be made either to spread less
than before (as in fig. 143,) or to gather about the axis beyond the
glass (as in fig. 144.) But if the rays of light were proceeding to a
point in the axis of the glass, they should by the refraction be made
to unite sooner about that axis (as in fig. 145.) If the surface of
the glass be concave, rays which proceed from a point shall be made to
spread faster (as in fig 146,) but rays which are tending to a point in
the axis of the glass, shall be made to gather about the axis farther
from the glass (as in fig. 147) or even to diverge (as in fig. 148,)
unless the point, to which the rays are directed, lies between the
surface of the glass and its center.
4. THE rays, which spread themselves from a point, are called
diverging; and such as move toward a point, are called converging rays.
And the point in the axis of the glass, about which the rays gather
after refraction, is called the focus of those rays.
5. IF a glass be formed of two convex spherical surfaces (as in fig.
149,) where the glass AB is formed of the surfaces A C B and A D B, the
line drawn through the centers of the two surfaces, as the line E F, is
called the axis of the glass; and rays, which diverge from any point of
this axis, by the refraction of the glass will be caused to converge
toward some part of the axis, or at least to diverge as from a point
more remote from the glass, than that from whence they proceeded; for
the two surfaces both conspire to produce this effect upon the rays.
But converging rays will be caused by such a glass as this to converge
sooner. If a glass be formed of two concave surfaces, as the glass A
B (in fig. 150,) the line C D drawn through the centers, to which the
two surfaces are formed, is called the axis of the glass. Such a glass
shall cause diverging rays, which proceed from any point in the axis
of the glass, to diverge much more, as if they came from some place in
the axis of the glass nearer to it than the point, whence the rays
actually proceed. But converging rays will be made either to converge
less, or even to diverge.
[Illustration]
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