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Boundary value problems in transport with mixed and oblique derivative boundary conditions, steady state and transient solutions

✍ Scribed by Doraiswami Ramkrishna; Neal R. Amundson

Publisher
Elsevier Science
Year
1980
Tongue
English
Weight
935 KB
Volume
35
Category
Article
ISSN
0009-2509

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Boundary value problems involving oblique or mixed second derivative boundary conditions[ I, 31 arise in the description of heat (or mass) transfer in stationary media which are peripherally cooled (or leached) by a fluid in which the temperature (or concentration) is varying significantly in the di

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## Ab&aet -Axed second denvatlve or obhque denvatlve boundary conditions for the steady state heat conductIon equation with heat generation m the twodImensIonal plane are of Importance m apphcatrons[ll In general, they lead to non-selfadjomt boundary value problems or to smgular integral equations

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When an mtemally heated body IS cooled along Its boundary by a penpherally flowmg flmd that IS contmually replemshed from an external source, a dlfferentml energy balance on the boundary leads to unfamiliar boundary condltlons Such boundary condltlons Involve mued second denuatrues with respect to s