• 제목/요약/키워드: Aspheric Surface Profiler

검색결과 2건 처리시간 0.014초

형상의 이차미분을 이용한 비구면 형상측정기술 개발 (Development of Aspheric Surface Profilometry using 2nd Derivative)

  • 김병창
    • 한국기계가공학회지
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    • 제10권2호
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    • pp.104-109
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    • 2011
  • I present a method of aspheric surface profile measurement using 2nd derivative of local area profile. This method is based on the principle of curvature sensor which measures the local 2nd derivative under test along a line. The profile is then reconstructed from the data on the each point. Unlike subaperture-stiching method and slope detection method, 2nd derivative method has strong points from a geometric point of view in measuring the aspheric surface profile. The second derivative terms of surface profile is an intrinsic property of the test piece, which is independent of its position and tip-tilt motion. The curvature is measured at every local area with high accuracy and high lateral resolution by using White-light scanning interferometry.

비접촉 변위센서를 이용한 초소형렌즈 정밀금형 형상측정 (Precision Surface Profiling of Lens Molds using a Non-contact Displacement Sensor)

  • 강승훈;장대윤;이주형
    • 한국기계가공학회지
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    • 제19권2호
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    • pp.69-74
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    • 2020
  • In this study, we proposed a method for surface profiling aspheric lens molds using a precision displacement sensor with a spatial scanning mechanism. The precision displacement sensor is based on the confocal principle using a broadband light source, providing a 10 nm resolution over a 0.3 mm measurable range. The precision of the sensor, depending on surface slope, was evaluated via Allan deviation analysis. We then developed an automatic surface profiling system by measuring the cross-sectional profile of a lens mold. The precision of the sensor at the flat surface was 10 nm at 10 ms averaging time, while 200 ms averaging time was needed for identical precision at the steepest slope at 25 deg. When we compared the measurement result of the lens mold to a commercial surface profiler, we found that the accuracy of the developed system was less than 90 nm (in terms of 3 sigmas of error) between the two results.