We present a method for absolute testing of axicon surfaces in a null test setup. The absolute test exploits the symmetry of axicons, which allows us to introduce a shift of the surface under test in both the axial and rotational directions while still maintaining the null test condition. With two shifts of the surface under test and four measurements, the interferometer and null optics error can be removed. The absolute surface local deviation can be obtained by wavefront reconstruction with a double-side spiral-path direct integration method. A simulation of the method, including typical systematic as well as statistical errors as input, is presented to estimate the error propagation. Experimental absolute test results of a 90° axicon surface are given.
%0 Journal Article
%1 Ma:11
%A Ma, Jun
%A Pruss, Christof
%A Zhu, Rihong
%A Gao, Zhishan
%A Yuan, Caojin
%A Osten, Wolfgang
%D 2011
%I OSA
%J Opt. Lett.
%K ide ito reviewed
%N 11
%P 2005--2007
%R 10.1364/OL.36.002005
%T An absolute test for axicon surfaces
%U http://ol.osa.org/abstract.cfm?URI=ol-36-11-2005
%V 36
%X We present a method for absolute testing of axicon surfaces in a null test setup. The absolute test exploits the symmetry of axicons, which allows us to introduce a shift of the surface under test in both the axial and rotational directions while still maintaining the null test condition. With two shifts of the surface under test and four measurements, the interferometer and null optics error can be removed. The absolute surface local deviation can be obtained by wavefront reconstruction with a double-side spiral-path direct integration method. A simulation of the method, including typical systematic as well as statistical errors as input, is presented to estimate the error propagation. Experimental absolute test results of a 90° axicon surface are given.
@article{Ma:11,
abstract = {We present a method for absolute testing of axicon surfaces in a null test setup. The absolute test exploits the symmetry of axicons, which allows us to introduce a shift of the surface under test in both the axial and rotational directions while still maintaining the null test condition. With two shifts of the surface under test and four measurements, the interferometer and null optics error can be removed. The absolute surface local deviation can be obtained by wavefront reconstruction with a double-side spiral-path direct integration method. A simulation of the method, including typical systematic as well as statistical errors as input, is presented to estimate the error propagation. Experimental absolute test results of a 90{\textdegree} axicon surface are given.},
added-at = {2019-05-03T13:13:30.000+0200},
author = {Ma, Jun and Pruss, Christof and Zhu, Rihong and Gao, Zhishan and Yuan, Caojin and Osten, Wolfgang},
biburl = {https://puma.ub.uni-stuttgart.de/bibtex/2fa5a5932922b44795beb0de9c9a564dd/heidrunkempf},
doi = {10.1364/OL.36.002005},
interhash = {e401015756ea581760c2d725fb19f888},
intrahash = {fa5a5932922b44795beb0de9c9a564dd},
journal = {Opt. Lett.},
keywords = {ide ito reviewed},
month = jun,
number = 11,
pages = {2005--2007},
publisher = {OSA},
timestamp = {2019-05-03T11:13:30.000+0200},
title = {An absolute test for axicon surfaces},
url = {http://ol.osa.org/abstract.cfm?URI=ol-36-11-2005},
volume = 36,
year = 2011
}
