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@@ -8,19 +8,20 @@ @article{Aernouts2013
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publisher = {Optica Publishing Group},
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title = {Supercontinuum laser based optical characterization of Intralipid{\textregistered} phantoms in the 500-2250 nm range},
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volume = {21},
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number = {26},
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month = {Dec},
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year = {2013},
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url = {https://opg.optica.org/oe/abstract.cfm?URI=oe-21-26-32450},
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doi = {10.1364/OE.21.032450},
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}
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@article{Bhandari11,
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@article{Bhandari2011,
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title = {Modeling optical properties of human skin using Mie theory for particles with different size distributions and refractive indices},
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author = {A. Bhandari and B. Hamre and {\O}. Frette and K. Stamnes and J. J. Stamnes},
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journal = {Opt. Express},
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volume = {19},
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number = {15},
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pages = {14549--14567},
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publisher = {Optica Publishing Group},
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volume = {19},
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publisher = {Optica Publishing Group},
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month = {Jul},
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year = {2011},
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doi = {10.1364/OE.19.014549}
@@ -35,18 +36,19 @@ @book{Bohren1983
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@article{Chalut2008,
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title={Application of Mie theory to assess structure of spheroidal scattering in backscattering geometries},
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author={Chalut, Kevin J and Giacomelli, Michael G and Wax, Adam},
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journal={J Opt Soc Am A Opt Image Sci Vis},
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journal={J Opt Soc Am A},
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volume={25},
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number={8},
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pages={1866--1874},
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year={2008},
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month = {Aug},
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publisher={Optical Society of America},
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doi={10.1364/josaa.25.001866}
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}
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@article{DiNinni2011,
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author = {Di Ninni, P and Martelli, F and Zaccanti, G},
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title = {{Intralipid: towards a diffusive reference standard for optical tissue phantoms}},
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journal = {Physics in Medicine \& Biology},
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journal = {Phys. Med. Biol.},
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volume = {56},
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number = {2},
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pages = {N21--N28},
@@ -57,7 +59,7 @@ @article{DiNinni2011
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@article{Galy2020,
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author = {Galy, Tiphaine and Huang, Daniel and Pilon, Laurent},
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journal = {Journal of Quantitative Spectroscopy and Radiative Transfer},
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journal = {J. Quant. Spectrosc. Radiat. Transfer},
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pages = {106924},
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year = {2020},
@@ -69,7 +71,7 @@ @article{Gelebart1996
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title = {{Phase function simulation in tissue phantoms: a fractal approach}},
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author = {G{\'{e}}l{\'{e}}bart, Bernard and Tinet, Eric and Tualle, Jean Michel and Avrillier, Sigrid},
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@@ -86,37 +88,35 @@ @book{Goody1989
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edition = {2nd Edition}
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}
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@article{Horvath2009,
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title = {{Light scattering: Mie and More commemorating 100 years of Mie's 1908 publication}},
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title = {Light scattering: Mie and more – Commemorating 100 years of Mie's 1908 publication},
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author = {Horvath, Helmuth},
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year = 2009,
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journal = {Journal of Quantitative Spectroscopy and Radiative Transfer},
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journal = {J. Quant. Spectrosc. Radiat. Transfer},
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issn = {00224073}
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issn = {0022-4073},
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}
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@article{Jacques2013,
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title = {{Optical properties of biological tissues: a review}},
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author = {Jacques, Steven L.},
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year = 2013,
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month = {may},
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journal = {Phys. Med. Biol.},
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pages = {5007--5008},
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doi = {10.1088/0031-9155/58/14/5007},
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issn = {0031-9155},
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url = {http://stacks.iop.org/0031-9155/58/i=14/a=5007?key=crossref.c531ac37cfa1f77bbc0d33a8e92de8c9}
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number = 11,
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pages = {R37-R61},
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doi = {10.1088/0031-9155/58/11/R37}
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}
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@article{Kodach2011,
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author = {V. M. Kodach and D. J. Faber and J. van Marle and T. G. van Leeuwen and J. Kalkman},
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journal = {Opt. Express},
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number = {7},
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journal = {Opt. Express},
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pages = {6131--6140},
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publisher = {Optica Publishing Group},
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title = {Determination of the scattering anisotropy with optical coherence tomography},
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volume = {19},
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number = {7},
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month = {Mar},
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year = {2011},
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url = {https://opg.optica.org/oe/abstract.cfm?URI=oe-19-7-6131},
@@ -126,13 +126,12 @@ @article{Majic2020
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title = {{Numerically stable formulation of Mie theory for an emitter close to a sphere}},
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author = {Majic, Matt and {Le Ru}, Eric C.},
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year = 2020,
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journal = {Applied Optics},
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journal = {Appl. Opt.},
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pages = 1293,
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pages = 1293-1300,
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doi = {10.1364/ao.379694},
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issn = {1559-128X},
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pmid = 32225380
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issn = {1559-128X}
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}
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@article{Mie1908,
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author = {Mie, Gustav},
@@ -154,14 +153,13 @@ @article{Mourant1997
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author = {Judith R. Mourant and Tamika Fuselier and James Boyer and Tamara M. Johnson and Irving J. Bigio},
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journal = {Appl. Opt.},
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keywords = {Absorption coefficient; Elastic scattering; Mie scattering; Optical properties; Refractive index; Turbid media},
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number = {4},
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pages = {949--957},
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publisher = {Optica Publishing Group},
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title = {Predictions and measurements of scattering and absorption over broadwavelength ranges in tissue phantoms},
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volume = {36},
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month = {Feb},
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year = {1997},
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url = {https://opg.optica.org/ao/abstract.cfm?URI=ao-36-4-949},
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doi = {10.1364/AO.36.000949}
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}
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@article{PoinsinetdeSivry-Houle2023,
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volume = {56},
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month = {Feb},
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year = {2017},
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url = {https://opg.optica.org/ao/abstract.cfm?URI=ao-56-4-1157},
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doi = {10.1364/AO.56.001157},
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}
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@article{Saidi1995,
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title = {{Mie and Rayleigh modeling of visible-light scattering in neonatal skin}},
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title = {Mie and Rayleigh modeling of visible-light scattering in neonatal skin},
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author = {Saidi, Iyad S. and Jacques, Steven L. and Tittel, Frank K.},
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year = 1995,
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month = {nov},
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journal = {Applied Optics},
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journal = {Appl. Opt.},
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pages = {7410--7418},
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doi = {10.1364/ao.34.007410},
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issn = {0003-6935},
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url = {http://www.ncbi.nlm.nih.gov/pubmed/21060615}
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issn = {0003-6935}
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}
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@article{Schmitt1998,
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title = {{Optical scattering properties of soft tissue: a discrete particle model.}},
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title = {Optical scattering properties of soft tissue: a discrete particle model.},
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author = {Schmitt, J M and Kumar, G},
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url = {http://www.ncbi.nlm.nih.gov/pubmed/18273225},
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pmid = 18273225
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issn = {0003-6935}
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@book{Seinfeld1998,
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author = {Seinfeld, John H. and Pandis, Spyros N.},
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isbn = {0-471-17815-2}
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}
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@article{Sumlin2018,
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title = {{Retrieving the aerosol complex refractive index using PyMieScatt: A Mie computational package with visualization capabilities}},
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title = {Retrieving the aerosol complex refractive index using PyMieScatt: A Mie computational package with visualization capabilities},
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author = {Benjamin J. Sumlin and William R. Heinson and Rajan K. Chakrabarty},
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journal = {Journal of Quantitative Spectroscopy and Radiative Transfer},
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journal = {J. Quant. Spectrosc. Radiat. Transfer},
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}
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title = {Impact of particle size, refractive index, and shape on the determination of the particle scattering coefficient -- an optical closure study evaluating different nephelometer angular truncation and illumination corrections},
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journal = {Atmospheric Measurement Techniques},
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title = {Impact of particle size, refractive index, and shape on the determination of the particle scattering coefficient an optical closure study evaluating different nephelometer angular truncation and illumination corrections},
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@article{Tien1987,
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title = {Thermal radiation in particulate media with dependent and independent scattering},
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pages = 470
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@article{vanStaveren1991,
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author = {van Staveren, Hugo J. and Moes, Christian J. M. and van Marie, Jan and Prahl, Scott A. and van Gemert, Martin J. C.},
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author = {Hugo J. van Staveren and Christian J. M. Moes and Jan van Marie and Scott A. Prahl and Martin J. C. van Gemert},
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title = {{Approximation of Mie scattering parameters in near-infrared tomography of normal breast tissue in vivo}},
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author = {Wang, Xin and Pogue, Brian W. and Jiang, Shudong and Song, Xiaomei and Paulsen, Keith D. and Kogel, Christine and Poplack, Steven P. and Wells, Wendy A.},
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issn = 10833668
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}
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@techreport{Wiscombe1979,
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title = {{Mie Scattering Calculations : Advances in Technique and Fast, Vector-Speed Computer Codes}},
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author = {Wiscombe, Warren J},
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year = 1979,
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address = {Boulder, CO},
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number = {NCAR TECHNICAL NOTE},
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pages = {1--98},
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url = {https://opensky.ucar.edu/islandora/object/technotes:232},
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institution = {National Center for Atmospheric Research},
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keywords = {Mie Theory,Scattering,Sphere},
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mendeley-tags = {Mie Theory,Scattering,Sphere}
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year={1979},
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institution={National Center for Atmospheric Research (NCAR)},
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address={Boulder, Colorado},
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number={NCAR/TN-140+STR},
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doi={10.5065/D6ZP4414},
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}
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@article{Wiscombe1980,
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author = {W. J. Wiscombe},

paper/paper.md

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@@ -43,9 +43,9 @@ Mie theory is a mathematical framework derived from Maxwell's equations that mod
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# Statement of need
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Mie theory is derived from Maxwell's equations and provides a comprehensive framework for modeling electromagnetic scattering by spherical particles [@Horvath2009; @Mie1908]. Mie theory is utilized across diverse fields, ranging from nanomaterials and biomedical optics to atmospheric science and astronomy [@Goody1989; @Saidi1995; @Wang2005; @Chalut2008; @Bhandari11]. Despite its broad applicability, the theory's reliance on complex mathematical constructs, such as infinite series and special functions [@VandeHulst1957; @Bohren1983; @Wiscombe1980; @Majic2020], demands advanced computational implementation.
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Mie theory is derived from Maxwell's equations and provides a comprehensive framework for modeling electromagnetic scattering by spherical particles [@Horvath2009; @Mie1908]. Mie theory is utilized across diverse fields, ranging from nanomaterials and biomedical optics to atmospheric science and astronomy [@Goody1989; @Saidi1995; @Wang2005; @Chalut2008; @Bhandari2011]. Despite its broad applicability, the theory's reliance on complex mathematical constructs, such as infinite series and special functions [@VandeHulst1957; @Bohren1983; @Wiscombe1980; @Majic2020], demands advanced computational implementation.
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While numerous Mie simulation packages are available (many of which are listed on [SCATTPORT.org](https://scattport.org) and [Wikipedia](https://en.wikipedia.org/wiki/Codes_for_electromagnetic_scattering_by_spheres)), they generally fall into two categories: older, established codes focusing on computational efficiency [@Wiscombe1980; @Bohren1983], and newer, object-oriented libraries typically hosted on version-control platforms [@Sumlin2018; @PoinsinetdeSivry-Houle2023; @Prahl_mie; @MieScattering]. Although both categories provide robust computational engines, they usually demand significant programming proficiency. This requirement creates a barrier for experimentalists, clinical scientists, and educators who need these analytical capabilities but may lack the specialized coding expertise to integrate such libraries into their workflows.
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While numerous Mie simulation packages are available (many of which are listed on [SCATTPORT.org](https://scattport.org/index.php/light-scattering-software) and [Wikipedia](https://en.wikipedia.org/wiki/Codes_for_electromagnetic_scattering_by_spheres)), they generally fall into two categories: older, established codes focusing on computational efficiency [@Wiscombe1980; @Bohren1983], and newer, object-oriented libraries typically hosted on version-control platforms [@Sumlin2018; @PoinsinetdeSivry-Houle2023; @Prahl_mie; @MieScattering]. Although both categories provide robust computational engines, they usually demand significant programming proficiency. This requirement creates a barrier for experimentalists, clinical scientists, and educators who need these analytical capabilities but may lack the specialized coding expertise to integrate such libraries into their workflows.
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`MieSimulatorGUI` bridges this gap by providing an intuitive, cross-platform desktop application that computes and fits scattering parameters for monodisperse and polydisperse distributions without any coding. Unlike standard implementations, it supports heterogeneous polydispersity, allowing users to assign bin-specific complex refractive indices via custom data inputs, a feature often absent in simplified GUI tools. The tool facilitates high-impact use cases such as biomedical optics [@Mourant1997; @Wang2005; @Jacques2013] and atmospheric research [@Seinfeld1998; @Teri2022], where users can define complex particle configurations and directly fit spectrally-varying reduced scattering coefficients. By integrating a powerful C/C++ computational engine with intuitive [Qt](https://www.qt.io/) interface, `MieSimulatorGUI` offers accessible, yet powerful Mie theory computations, facilitating both streamlined research analysis and interactive pedagogical demonstrations.
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