A theoretical residence time distribution is derived for ideal laminar flow through a helical tube with no diffusion. It is shown that, when the flow pattern is fully developed, the residence time distribution becomes approximately independent of curvature and Reynolds number and may be closely appr
The residence time distribution for laminar flow in helically coiled tubes
โ Scribed by E.B. Nauman
- Publisher
- Elsevier Science
- Year
- 1977
- Tongue
- English
- Weight
- 693 KB
- Volume
- 32
- Category
- Article
- ISSN
- 0009-2509
No coin nor oath required. For personal study only.
โฆ Synopsis
Suable errors exmt III prevtously pubhshed studies on the residence tune dmtnbmon for ideal lammar flow 111 a hehally coded tube The numencd methods used to gwe corrected results are generally useful for Bow situations where the projections of the strcamhnes on the ctmnacl cross-sectw3n are closed curvea An asymptotic solution, vahd at long res&nce tunes, has been obtawd Tlus roluti confirms the nunencal observatton that the tail of the &stnbunon IS slrmlar to that for larmapr flow IXI a stmghttubc If molecular dtislon IS Ignored, thaw form of mbc behavior IS shown to be a general chara&ns tic of all flow systems mvolvmg a fixed wall When cbffuslon IS considered, the asymptotic remdence tnne titriimon will be a decaymg exponenti III tune TIM co&inns the wrdcspread expewental observation that residence tie dmtnbutmns have exponenti tails JNTXODUCIION Fhud flow through hehcally coded tubes has both practical and theoretical uuportance lks flow s1iilla~n
๐ SIMILAR VOLUMES
## Abstract Numerical solution of steady laminar flow in helically coiled tubes of square cross section for Dean numbers from 0.8 to 307.8 reveal two regimes of secondary flow. Up to Dean number of 100, the expected secondary flow pattern appears with twin counterrotating vortices. Above Dean numbe
## Abstract The numerical method of Part I is extended to study periodic laminar flow in helically coiled tubes of square cross section oscillating sinusoidally about their helix axis. Depending on the relative strength of the wall velocity and the velocity of flow through the tube, one of three fl
## Abstract Laminar flow in helically coiled tubes is treated numerically. Fully developed axial and secondary velocities are calculated for both circular and elliptical cross sections. Only closely wrapped helices, that is, helices with modest pitch, are considered. Ten solutions with Deans number