Abstract
A simple method is described for estimating end corrections in capillary flow. It is based on Bird's technique for predicting recoverable shear strain from viscosity data and using these predicted values in the Tanner equation. A shortcoming of the method is the technique for correcting the Tanner equation for capillary length to diameter ratio so that this method is not satisfactory for capillaries shorter than a L/D ratio of eight. Using longer dies, good agreement is seen between values corrected by this method and those corrected by the Bagley method. Since this method uses data from a single die, it should be of interest to industrial technologists concerned with the time and effort involved in correcting data via the Bagley method.
Issue Section:
Research Papers
References
1.
Han
, C. D.
, Rheology in Polymer Processing
, Academic Press
, New York
, 1976
.2.
Bagley
, E. B.
, Journal of Applied Physics
0021-8979, Vol. 28
, No. 624
, 1957
.3.
Abdel-Khalik
, S. I.
, Hassager
, O.
, and Bird
, R. B.
, Polymer Engineering and Science
0032-3888, Vol. 14
, No. 859
, 1974
.4.
Shroff
, R. N.
and Shida
, M.
, Transactions of the Society Rheology
, Vol. 21
, No. 327
, 1977
.5.
Middleman
, S.
, Fundamentals of Polymer Processing
, McGraw-Hill
, New York
, 1977
.6.
Tanner
, R. I.
, Journal of Applied Polymer Science
0021-8995, Vol. 8
, No. 2067
, 1970
.7.
Chen
, I. J.
and Bogue
, D. C.
, Transactions of the Society of Rheology
0038-0032, Vol. 16
, No. 59
, 1972
.8.
Monsanto Bulletin G-26.
9.
Okubo
, S.
and Hori
, Y.
, Journal of Rheology
0148-6055, Vol. 23
, No. 625
, 1979
.
This content is only available via PDF.
All rights reserved. This material may not be reproduced or copied, in whole or in part, in any printed, mechanical, electronic, film, or other distribution and storage media, without the written consent of ASTM International.
You do not currently have access to this content.