The invention relates to a method for detecting a large-
caliber aspheric optical element by utilizing a three-
coordinate measuring machine, which comprises the following steps of:
processing the data obtained by the three-
coordinate measuring machine by utilizing an
information processing technology, carrying out error compensation on the measuring head of the three-
coordinate measuring machine by adopting a method for compensation by utilizing the measuring head, eliminating the tilting and translation errors of detected data by utilizing a least square method, eliminating the constant term and the tilting term after
surface shape data Zernike polynomial fitting by a
Gram-Schmidt
orthogonalization method, and restoring the
surface shape of the detected large-
caliber aspheric optical element to realize the purpose of high-precision three-coordinate measurement of the large-
caliber optical element. The invention comprehensively considers the error source of the three-coordinate measuring
machine of the detected large-caliber aspheric optical element, so that the
surface shape quality of the optical element can be more truly and objectively evaluated. The invention is used for
processing the surface shape measurement error of the optical element by adopting the measuring-head compensation and least square methods and has important application value for the surface shape detection of the high-precision large-caliber optical element.