A note on the analytic approximations of the H-function | Zendy

Rodoljub Simović | Zendy; Srpko Markovic | Zendy

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A note on the analytic approximations of the H-function

Author(s) -

Rodoljub Simović,

Srpko Markovic

Publication year - 2004

Publication title -

nuclear technology and radiation protection

Language(s) - English

Resource type - Journals

SCImago Journal Rank - 0.31

H-Index - 16

eISSN - 1452-8185

pISSN - 1451-3994

DOI - 10.2298/ntrp0402047s

Subject(s) - chandrasekhar limit , analytic function , approximations of π , function (biology) , zero (linguistics) , decomposition , analytic element method , mathematics , flux (metallurgy) , physics , mathematical analysis , chemistry , thermodynamics , white dwarf , astrophysics , stars , linguistics , philosophy , organic chemistry , evolutionary biology , finite element method , biology

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

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