DMC-FX100
ƒ/13
11.9 mm
1/200
80

Finally caught one on the flight into Utah. The “Glory” (or Buddha’s light 佛光) is produced by the backscattering of sunlight off uniformly-sized water droplets. The angular size of the ring is much smaller than a rainbow, and varies with the size of the droplets.

Since childhood, I imagined that a rainbow would be a complete circle if the Earth’s horizon did not get in the way. I first saw a double rainbow circle example by helicopter, but could not capture it all in frame.

The plane’s shadow reminds us that the sun has to be directly behind the observer for the double-bounce within each watery sphere to align across the spectrum.

6 responses to “The Glory”

  1. This is well captured!
    Another part of a full circle, ……with the sun in the middle of it all, in appearance, anyway……….plus vortices of the con trail.
    Sun Dog...........IMG_6049

  2. Great catch! Only from the air could you see this, I imagine.

    Melanie, I think your photo is also of a sun halo. Here is a photo I commented on 26 months ago, alos my links about sun halos

    Crown of Creation

    Follow instructions after link

    Sun halos, guide(Gh)/guides/mtr/opt/ice/halo/22.rxml

    Sundogs and sun halos

  3. Good shot!
    It’s even more amazing when u see it surround a humanoid shadow in a mountain 🙂
    Wikipedia has some nice examples too: en.wikipedia.org/wiki/Glory_(optical_phenomenon)

  4. Hi, I’m an admin for a group called Sundogs, halos,sun pilars,atmospheric optics……..PLEASE READ, and we’d love to have this added to the group!

    best site on the web for atmospheric optic info in my opinion

    http://www.atoptics.co.uk/rainbows/notabow.htm

  5. I was pleased to see this image used to illustrate the glory phenomena in the January 2012 issue of Scientific American:

    "The light energy beamed back by a glory originates mostly from wave tunneling, which is when light rays that missed a droplet can still transfer energy into it."

    Otherwise, the angle of refraction would be off by 14° from a perfect 180° reflection back to the observer. The author has been trying to explain the glory phenomenon since 1965!

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