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Re: E. T. Bell and conical refraction - 1, 2, 3 and infinity ?



Look in optics books. I see references to conical refraction in optics
books by Wood, Born and Wolf, Ditchburn, and Jenkins and White. The last
is probably the most accessable. JSMarsh



In "Mathematics. Queen & Servant of Science" E. T. Bell mentions the
effect of conical refraction for certain crystals was predicted by
Hamilton (a good source of his writings on this topic may be found on
http://www.maths.tcd.ie/pub/HistMath/People/Hamilton/ConicalRefraction/)
and later verified experimentally. Are there any good more recent
references on this topic ? Is the number of possible refracted rays
determined by the number of nonequivalent (due to asymmetry) principal
planes, so that the only possible number of refrated rays from an
incident ray is 1, 2, 3 or infinite ?
Thanks in advance.
Inge H. A. Pettersen