Glassy Carbon as an Absolute Intensity Calibration Standard for Small-Angle Scattering

By Fan Zhang, J. Ilavsky, G. Long, J. Quintana, A. Allen, P. Jemian. 2010

389 citations recorded by the source corpus.

Absolute calibration of small-angle scattering (SAS) intensity data (measured in terms of the differential scattering cross section per unit sample volume per unit solid angle) is essential for many important aspects of quantitative SAS analysis, such as obtaining the number density, volume fraction, and specific surface area of the scatterers. It also enables scattering data from different instruments (light, X-ray, or neutron scattering) to be combined, and it can even be useful to detect the existence of artifacts in the experimental data. Different primary or secondary calibration methods are available. In the latter case, absolute intensity calibration requires a stable artifact with the necessary scattering profile. Glassy carbon has sometimes been selected as this intensity calibration standard. Here we review the spatial homogeneity and temporal stability of one type of commercially available glassy carbon that is being used as an intensity calibration standard at a number of SAS facilities. We demonstrate that glassy carbon is sufficiently homogeneous and stable during routine use to be relied upon as a suitable standard for absolute intensity calibration of SAS data.

Subfields: Geophysics, Materials Chemistry, Radiation

View Paper: https://www.semanticscholar.org/paper/a243d63670053dae03e1ed190048de8b37a5e818

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In Geophysics

  1. Daniel Franke
  2. Richard E. Gillilan
  3. Søren T Skou
  4. Jesse Hopkins
  5. Alexey G. Kikhney
  6. P. Konarev
  7. M. Petoukhov
  8. Dmitri I. Svergun

In Materials Chemistry

  1. Alexey G. Kikhney
  2. Dmitri I. Svergun
  3. Richard E. Gillilan
  4. Søren T Skou
  5. Jesse Hopkins
  6. Daniel Franke
  7. P. Konarev
  8. M. Petoukhov

In Radiation

  1. Richard E. Gillilan
  2. Søren T Skou
  3. Jesse Hopkins
  4. Alexey G. Kikhney
  5. Daniel Franke
  6. Dmitri I. Svergun
  7. P. Konarev
  8. M. Petoukhov

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