Contrast computation methods for interferometric measurement of sensor modulation transfer function

  • Battula T
  • Georgiev T
  • Gille J
  • et al.
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Abstract

Accurate measurement of image-sensor frequency response over a wide range of spatial frequencies is very important for analyzing pixel array characteristics, such as modulation transfer function (MTF), crosstalk, and active pixel shape. Such analysis is especially significant in computational photography for the purposes of deconvolution, multi-image superresolution, and improved light-field capture. We use a lensless interferometric setup that produces high-quality fringes for measuring MTF over a wide range of frequencies (here, 37 to 434 line pairs per mm). We discuss the theoretical framework, involving Michelson and Fourier contrast measurement of the MTF, addressing phase alignment problems using a moiré pattern. We solidify the definition of Fourier contrast mathematically and compare it to Michelson contrast. Our interferometric measurement method shows high detail in the MTF, especially at high frequencies (above Nyquist frequency). We are able to estimate active pixel size and pixel pitch from measurements. We compare both simulation and experimental MTF results to a lens-free slanted-edge implementation using commercial software.

Figures

  • Fig. 1 (a) Our interferometer for measuring sensor MTF. (Not to scale) (b) Picture of our interferometer built on a bread board with 25-mm mounting hole grid.
  • Fig. 2 Pixel sampling of the sinusoidal optical signal.
  • Fig. 3 (a) A captured fringe image and its extrema and (b) dust particle artifact in the image.
  • Fig. 4 Pixel sampling shown at (a and b) Nyquist frequency and (c and d) half Nyquist.
  • Fig. 5 Simulated MTF plotted with Michelson contrast: (a) ϕ0 ¼ π2 and (b) ϕ0 ¼ 0.
  • Fig. 6 Moiré pattern beats formed on slightly rotated sensor by vertical fringes: (a) simulated image and (b) actual captured image from our sensor.
  • Fig. 7 DFT of a finite length sinusoidal sampled signal: (a) when the period fits the sensor width and (b) when the period does not fit the sensor width.
  • Fig. 8 Simulated Fourier contrast—MTF.

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APA

Battula, T., Georgiev, T., Gille, J., & Goma, S. (2018). Contrast computation methods for interferometric measurement of sensor modulation transfer function. Journal of Electronic Imaging, 27(01), 1. https://doi.org/10.1117/1.jei.27.1.013015

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