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Atmospheric dispersion correction with Risley prisms

For an astronomical object observed from the ground at an elevation h different from zenith, the atmosphere behaves as a thin prism of index tex2html_wrap_inline611 which depends on the wavelength tex2html_wrap_inline613 (see f.i., Simon, 1966). Because of the dependence in wavelength of this refraction angle, polychromatic images of such an object are actually spread into a small vertical spectrum. For instance, for a 250 nm bandwidth centered at 500 nm, the typical atmospheric dispersion is 1 " for an elevation of tex2html_wrap_inline615 and 2 " for tex2html_wrap_inline617 .

This effect can be neglected for most astronomical observations, because it is smaller than the FWHM (Full Width Half-Maximum) seeing of the atmospheric turbulence. In PISCO, the atmospheric dispersion is corrected with ``Risley prisms,'' i.e., two identical sets of two prisms (cf. Fig. 4). Each set consists of two prisms of different dispersion law and roof angles, placed in an upside-down position. These prisms have been designed to have a null mean deviation, and a dispersion allowing atmospheric correction from the zenith down to an elevation of 30 tex2html_wrap_inline619 for blue wavelengths (450 nm) with a 50 nm bandwidth.

During the observations, the control program (cf. §2.1) computes the elevation of the star and the corresponding atmospheric dispersion from models by J.C. Owens, ( Owens, 1967, formulae 29-31). The Risley prisms are set so that their total dispersion has the same magnitude as the atmospheric dispersion, with an opposite direction (cf. Fig. 4).

 figure40
Figure 4: Risley prisms to correct for the atmospheric dispersion.

For more details, see  Risley prisms design: parameters computation


Jean-Louis Prieur

Mon Jan 26 18:10:39 MET 1998