TY - JOUR
T1 - Hydrodynamic changes of the depletion layer of dilute polymer solutions near a wall
AU - De Pablo, Juan José
AU - Öttinger, Hans Christian
AU - Rabin, Yitzhak
PY - 1992/2
Y1 - 1992/2
N2 - The system studied in this work is a dilute solution of rod‐like molecules under simple shear flow and near a hard wall. The time evolution of the probability density function is described by a diffusion equation; particle trajectories that correspond to this equation are generated by stochastic methods. Several algorithms are presented to handle the constraints imposed by the presence of the wall. In good agreement with recent experimental work on xanthan solutions, for high shear rates we observe an increase in the thickness of the depletion layer near the wall. For low to intermediate shear rates, however, we find a transient decrease of the depletion layer thickness that has not been observed experimentally. Based on the results of our simulations, we present a simple procedure to determine a few, well defined characteristic parameters from the experimental density profiles.
AB - The system studied in this work is a dilute solution of rod‐like molecules under simple shear flow and near a hard wall. The time evolution of the probability density function is described by a diffusion equation; particle trajectories that correspond to this equation are generated by stochastic methods. Several algorithms are presented to handle the constraints imposed by the presence of the wall. In good agreement with recent experimental work on xanthan solutions, for high shear rates we observe an increase in the thickness of the depletion layer near the wall. For low to intermediate shear rates, however, we find a transient decrease of the depletion layer thickness that has not been observed experimentally. Based on the results of our simulations, we present a simple procedure to determine a few, well defined characteristic parameters from the experimental density profiles.
UR - http://www.scopus.com/inward/record.url?scp=0026821465&partnerID=8YFLogxK
U2 - 10.1002/aic.690380213
DO - 10.1002/aic.690380213
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AN - SCOPUS:0026821465
SN - 0001-1541
VL - 38
SP - 273
EP - 283
JO - AICHE Journal
JF - AICHE Journal
IS - 2
ER -