Measuring the angles and pyramidal error of high-precision prisms ]zU<=b@
!>y}Xq{bm3
High-precision prisms, having maximum angle tolerances )m8>w6"
of 1 to 3 arcsec, find increasing application in optical metrology. yl<$yd0Zdu
Reported interferometric techniques for measuring iT5SuIv
the wedge angles of such prisms achieve a precision of up a<'$` z|s
to 0.1 arcsec ~Ref. 1!, while noninterferometric techniques Zk#i9[g9*
have a precision of up to 2 arcsec ~Ref. 2!. Reported noninterferometric bM^A9BxD
methods have made use of goniometers,2 8.Ef 5-m
spectrometers,3 master prisms,4,5 and collimators.6 However, HoE.//b
in the literature there are few reported methods for kQd[E-b7
measuring the pyramidal error, and the majority rely on &NjZD4m`=
visual observation,2,7,8 by which it is only possible to measure 8ex:OTzn|
pyramidal errors to the order of 1 arcmin ~Ref. 8!. *rz(}(r
In the new arrangement presented here, one can measure $lAb6e$n
the prism angle and the pyramidal error separately or in \G=R hx f
combination. This is possible because the measurements c9TAV,/fF*
are made simultaneously but with different techniques.