On the viscous flow through a long pipe with non- constant pressure boundary condition (CROSBI ID 251066)
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Podaci o odgovornosti
Marušić-Paloka, Eduard ; Pažanin, Igor
engleski
On the viscous flow through a long pipe with non- constant pressure boundary condition
We investigate the flow of a viscous incompressible fluid through a straight long pipe with circular cross-section. The flow is driven by the prescribed pressures at pipe's ends, where pressure $p_0$ on the pipe's entry is assumed to be non-constant. Using asymptotic analysis with respect to the small parameter (being the ratio between pipe's radius and its length), we replace the non-constant pressure boundary condition with the effective one governing the macroscopic flow. We also derive the optimal boundary pressure $p_0$ such that the fluid velocity through a pipe is maximal.
incompressible fluid ; long pipe ; non-constant pressure boundary condition ; asymptotic approximation ; optimal pressure
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Podaci o izdanju
73 (7)
2018.
639-644
objavljeno
0932-0784
1865-7109
10.1515/zna-2018-0129