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A more detailed description of the different methods and technologies on how to make these index gradients, and what results can be expected by someone familiar with the subject would be much appreciated - Thanks. -- Palleas 09:39 12 April 2006 (UTC)
GRIN's CAN be flat. Many are not. Spin coating is also a common method for producing GRINS -- 65.202.227.151 ( talk) 20:45, 3 November 2008 (UTC)mjd
The notation in the theory section implies that L=n*(S-S_0) for the case where n=const. This is not correct if S is also supposed to be the length of the curve and if S_0 is nonzero. It's probably better to use an actual path integral sign and either change the S in the limits of the integral or to not state that S is the arc length of the curve. 2001:16B8:22BE:1200:E441:AA70:34E0:E518 ( talk) 21:50, 1 April 2018 (UTC) 2001:16B8:22BE:1200:E441:AA70:34E0:E518 ( talk) 21:50, 1 April 2018 (UTC)
Hi everyone,
It looks like the reference mentioned in this sentence is not correct:
In 1854, J C Maxwell suggested a lens whose refractive index distribution would allow for every region of space to be sharply imaged. Known as the Maxwell fisheye lens, it involves a spherical index function and would be expected to be spherical in shape as well.(Maxwell, J C (1854). Cambridge and Dublin Math. J. 8, 188)
This reference is used in a number other publications, too, and probably it has been as often unchecked re-cited, but when looking for the actual source I could not find anything related in the digitized volumes of The Cambridge and Dublin mathematical journal of that time.
Among the list of all of Maxwell's publications, I thought this one could be the right match:
J. C. Maxwell, "On the general laws of optical instruments", In: Quarterly Journal of Pure and Applied Mathematics 2 (1858): 232–46 ( = Scientific Papers 1, 271–285.) [1]
Would it make sense citing this reference? -- Tosi F ( talk) 19:35, 12 July 2021 (UTC)