A note on the analytic approximations of the H-function

This paper shows some analytic approximations of the H-function derived earlier and obtained by decomposition of the angular flux density of particles combined with the zero or der DPN method. A novel solution based on the modified DPN method has been presented too. The comparison with well-known Ch...

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Main Authors:	Simović Rodoljub D., Marković Srpko
Format:	Article
Language:	English
Published:	VINCA Institute of Nuclear Sciences 2004-01-01
Series:	Nuclear Technology and Radiation Protection
Subjects:	H-function DPN method reflection coefficient
Online Access:	http://www.doiserbia.nb.rs/img/doi/1451-3994/2004/1451-39940402047S.pdf

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spelling	doaj-c5b57a2f09434d77860e412d77be6cef2020-11-24T22:02:06ZengVINCA Institute of Nuclear SciencesNuclear Technology and Radiation Protection1451-39942004-01-01192475110.2298/NTRP0402047SA note on the analytic approximations of the H-functionSimović Rodoljub D.Marković SrpkoThis paper shows some analytic approximations of the H-function derived earlier and obtained by decomposition of the angular flux density of particles combined with the zero or der DPN method. A novel solution based on the modified DPN method has been presented too. The comparison with well-known Chandrasekhar’s results obtained by numerical procedure and with Pomraning’s analytic approximations has been performed. http://www.doiserbia.nb.rs/img/doi/1451-3994/2004/1451-39940402047S.pdfH-functionDPN methodreflection coefficient
collection	DOAJ
language	English
format	Article
sources	DOAJ
author	Simović Rodoljub D. Marković Srpko
spellingShingle	Simović Rodoljub D. Marković Srpko A note on the analytic approximations of the H-function Nuclear Technology and Radiation Protection H-function DPN method reflection coefficient
author_facet	Simović Rodoljub D. Marković Srpko
author_sort	Simović Rodoljub D.
title	A note on the analytic approximations of the H-function
title_short	A note on the analytic approximations of the H-function
title_full	A note on the analytic approximations of the H-function
title_fullStr	A note on the analytic approximations of the H-function
title_full_unstemmed	A note on the analytic approximations of the H-function
title_sort	note on the analytic approximations of the h-function
publisher	VINCA Institute of Nuclear Sciences
series	Nuclear Technology and Radiation Protection
issn	1451-3994
publishDate	2004-01-01
description	This paper shows some analytic approximations of the H-function derived earlier and obtained by decomposition of the angular flux density of particles combined with the zero or der DPN method. A novel solution based on the modified DPN method has been presented too. The comparison with well-known Chandrasekhar’s results obtained by numerical procedure and with Pomraning’s analytic approximations has been performed.
topic	H-function DPN method reflection coefficient
url	http://www.doiserbia.nb.rs/img/doi/1451-3994/2004/1451-39940402047S.pdf
work_keys_str_mv	AT simovicrodoljubd anoteontheanalyticapproximationsofthehfunction AT markovicsrpko anoteontheanalyticapproximationsofthehfunction AT simovicrodoljubd noteontheanalyticapproximationsofthehfunction AT markovicsrpko noteontheanalyticapproximationsofthehfunction
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A note on the analytic approximations of the H-function

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