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词条 Spectral signal-to-noise ratio
释义

  1. Calculation

  2. See also

  3. Notes

  4. References

In applied mathematics, the two-dimensional Spectral signal-to-noise ratio (SSNR) measures the normalised cross-correlation coefficient between several two-dimensional images over corresponding rings in Fourier space as a function of spatial frequency {{harv|Unser|1987}}. It is a multi-particle extension of the Fourier ring correlation (FRC), which is related to the Fourier shell correlation. The SSNR is a popular method for finding the resolution of a class average in cryo-electron microscopy.

Calculation

where is the complex structure Factor for image k for a pixel at radius . It is possible convert the SSNR into an equivalent FRC using the following formula:

See also

  • Resolution (electron density)
  • Fourier shell correlation

Notes

References

{{refbegin}}
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| year = 1986}}
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| title = Detection of objects in quantum-noise limited images
| journal = Ultramicroscopy
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  • {{cite journal

| last = Böttcher
| first = B. |author2=Wynne, S.A. |author3=Crowther, R.A.
| title = Determination of the fold of the core protein of hepatitis B virus by electron microscopy
| journal = Nature
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| year = 1997
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  • {{cite book

| last = Frank
| first = Joachim
| authorlink = Joachim Frank
| title = Three-Dimnsional Electron Microscopy of Macromolecular Assemblies
| publisher = Oxford University Press
| location = New York
| year = 2006
| pages =
| isbn = 0-19-518218-9 }}
  • {{cite journal

| title=Fourier shell correlation threshold criteria
| journal=Journal of Structural Biology
| year= 2005
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| first= M.
|author2=Schatz, M.
| volume=151
| pages=250–262
| doi=10.1016/j.jsb.2005.05.009
| pmid=16125414
| issue=3 }}{{refend}}{{mathapplied-stub}}

4 : Applied mathematics|Engineering ratios|Measurement|Microscopes

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