Full correction of scattering effects by using the radiative transfer theory for improved quantitative analysis of absorbing species in suspensions

Raimundas Steponavicius, Suresh N. Thennadil

Research output: Contribution to journalArticlepeer-review

7 Citations (Scopus)
104 Downloads (Pure)

Abstract

Sample-to-sample photon path length variations that arise due to multiple scattering can be removed by decoupling absorption and scattering effects by using the radiative transfer theory, with a suitable set of measurements. For samples where particles both scatter and absorb light, the extracted bulk absorption spectrum is not completely free from nonlinear particle effects, since it is related to the absorption cross-section of particles that changes nonlinearly with particle size and shape. For the quantitative analysis of absorbing-only (i.e., nonscattering) species present in a matrix that contains a particulate species that absorbs and scatters light, a method to eliminate particle effects completely is proposed here, which utilizes the particle size information contained in the bulk scattering coefficient extracted by using the Mie theory to carry out an additional correction step to remove particle effects from bulk absorption spectra. This should result in spectra that are equivalent to spectra collected with only the liquid species in the mixture. Such an approach has the potential to significantly reduce the number of calibration samples as well as improve calibration performance. The proposed method was tested with both simulated and experimental data from a four-component model system.

Original languageEnglish
Pages (from-to)526-535
Number of pages10
JournalApplied Spectroscopy
Volume67
Issue number5
DOIs
Publication statusPublished - May 2013

Keywords

  • adding-doubling method
  • near-infrared spectroscopy
  • particle size distribution
  • multivariate calibration
  • inversion
  • light scattering
  • near-infrared spectra
  • calibration
  • radiative transfer equation
  • scatter correction
  • multiple light scattering
  • radiative transfer theory

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