Jump to Content
Your Recent History
View Cart
LOG IN or SELECT A PURCHASE OPTION:
J. Math. Phys. 24, 14 (1983); http://dx.doi.org/10.1063/1.525587 (8 pages)
A new mathematical function connected with boundary value problems in kinetic transport theory
(Received 14 January 1981; accepted 4 September 1981)
Alerts
Alert Me When Cited
Alert Me When Corrected
Tools
Download Citation
Add to MyScitation
Permissions / Reprints
Blog This Article
Print-Friendly
Research Toolkit
Share
Email Abstract
Connotea
CiteULike
del.icio.us
BibSonomy
Tweet this Article
Add to FacebookA new mathematical function connected with solving the Maxwell transport equation by applying the bimodal two‐stream relaxing distribution is defined. This new function gives a more correct description of the direct nonequilibrium effect in gas molecular distribution on the macroscopic transferring of moment flux. In this paper, the differential equation satisfied by this function, its recurrence relations, and series or asymptotic expansions in various conditions are formulated. The degrees of approximations for these expansions are discussed.
KEYWORDS and PACS
ARTICLE DATA
Digital Object Identifier
PUBLICATION DATA
This Publication
Scitation
SPIN
Google Scholar
PubMed