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Computational modeling aspects of photon transport equations in biological media

Handapangoda, Chinta C., Premaratne, M. and Hattori, Haroldo T. 2009, Computational modeling aspects of photon transport equations in biological media, in AIP Conference Proceedings: Computational Models for Life Sciences 2009, AIP Press, Melville, N.Y., pp. 87-102.

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Title Computational modeling aspects of photon transport equations in biological media
Author(s) Handapangoda, Chinta C.
Premaratne, M.
Hattori, Haroldo T.
Conference name CMLS-09 : Computational Models for Life Sciences (2009 : Sofia, Bulgaria)
Conference location Sofia, Bulgaria
Conference dates 28-29 July 2009
Title of proceedings AIP Conference Proceedings: Computational Models for Life Sciences 2009
Editor(s) Pham, T. D.
Zhou, X.
Publication date 2009
Series AIP Conference Proceedings, Vol. 1210
Conference series American Institute of Physics Conference
Start page 87
End page 102
Total pages 15
Publisher AIP Press
Place of publication Melville, N.Y.
Keyword(s) photon transport
biological media
steady state
transient
Maxwell’s equations
computational methods
Summary This paper presents an overview of modeling light propagation through biological media by solving the photon transport equation. Different variants of the photon transport equation (PTE) are discussed. Several methods for modeling static distributions and the transient response are presented. A discussion on how to mix and match electromagnetic problems with the PTE is also provided.
ISBN 9780735407473
0735407479
ISSN 0094-243X
Language eng
Field of Research 090399 Biomedical Engineering not elsewhere classified
090606 Photonics and Electro-Optical Engineering (excl Communications)
Socio Economic Objective 970109 Expanding Knowledge in Engineering
HERDC Research category E1.1 Full written paper - refereed
Copyright notice ©2010, American Institute of Physics
Persistent URL http://hdl.handle.net/10536/DRO/DU:30039491

Document type: Conference Paper
Collection: Institute for Technology Research and Innovation
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