An analytical solution for the one-dimensional time-dependent S N transport equation for bounded and unbounded domains in cartesian geometry

In this work a general analytical solution is reported, expressed in integral form for the time-dependent, one-dimensional S N transport equation in cartesian geometry valid for bounded and unbounded domains (0 < x

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Veröffentlicht in:Kerntechnik (1987) 2010-03, Vol.75 (1-2), p.53-57
Hauptverfasser: Segatto, C. F., Vilhena, M. T., Gonçalez, T. T.
Format: Artikel
Sprache:eng
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Zusammenfassung:In this work a general analytical solution is reported, expressed in integral form for the time-dependent, one-dimensional S N transport equation in cartesian geometry valid for bounded and unbounded domains (0 < x
ISSN:0932-3902
2195-8580
DOI:10.3139/124.110052