Abstract. To evaluate the intermediate-frequency error of a precision optical surface, a method for more accurate separation and identification of the intermediate-frequency error is proposed. This method is based on… Click to show full abstract
Abstract. To evaluate the intermediate-frequency error of a precision optical surface, a method for more accurate separation and identification of the intermediate-frequency error is proposed. This method is based on the Hilbert spectrum and the instantaneous frequency separation method. Experimental results show that the intermediate-frequency error spectrum can be obtained using the method of instantaneous frequency separation based on the Hilbert spectrum. This method separates only the intermediate-frequency error component (0.03 mm − 1 ≤ f ≤ 8.33 mm − 1). Also, the method accurately identifies the nonqualified component distribution (at sampling points 200, 840, and 1000). Therefore, this algorithm is a useful guide for deterministic processing of optical components.
               
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