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46°
halo ray path through a randomly aligned
crystal. This
is the traditional explanation for the halo.
Rays enter and leave
a side face and end face of a randomly aligned crystal (paths
13 or 31).
The faces are inclined
90º to
each other and the resulting minimum
deviation angle is ~46°. However, a great many
rays are deflected through larger angles and give the halo a
diffuse outer edge.
The 90° wedge disperses the colours more widely than those of
the 60° wedge forming the 22° halo. |
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46° halo or supra-/infralateral arc? Column
oriented crystals form supra-
and infralateral arcs when
rays pass between a side face and an end face. These are the
same paths as those that produce
a 46° halo from randomly oriented crystals .
But what happens when oriented columns have large wobbles, as
can large or equidimensional crystals? Mouse
slowly over the slider from bottom to top to see the effect of
increasing wobble.
Tilts** up to 3° produce clear
infra- and supralateral arcs with a characteristic cusp at the parhelic
circle. At larger tilts the arcs' inner edges become more circular.
Halos from tilts of 5 - 8° would
be difficult to distinguish in the sky from a 'true' 46° circular
halo. Tilts
of 35° produce both 46° and 22° halos that look almost
the same as those of randomly oriented
crystals.
In some cases there is no real distinction
between 46° halos
and supralateral arcs. Some "46° halos" are the products
of wobbly column crystals.
** |
Tilts
quoted are the standard deviation of a normal distribution
with a mean of zero. |
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