Development of a falling ball rheometer with applications to opaque systems: measurements of the rheology of suspensions of rods

With falling ball rheometry, we have measured the apparent relative viscosity of suspensions of large, neutrally buoyant, rigid rods in a viscous Newtonian fluid, while approximately maintaining the rods in a randomly oriented configuration. A new technique for measuring the time of flight of a ball...

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Published inJournal of rheology (New York : 1978) Vol. 33; no. 7; pp. 1173 - 1188
Main Authors Powell, Robert L., Mondy, Lisa A., Stoker, Gerald G., Milliken, William J., Graham, Alan L.
Format Journal Article
LanguageEnglish
Published Melville, NY Society of Rheology 01.10.1989
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Abstract With falling ball rheometry, we have measured the apparent relative viscosity of suspensions of large, neutrally buoyant, rigid rods in a viscous Newtonian fluid, while approximately maintaining the rods in a randomly oriented configuration. A new technique for measuring the time of flight of a ball between two positions is used. This computerized technique, based upon an eddy current detector, enables us to determine the position of a metallic (nonmagnetic) ball falling through an opaque suspension, with high accuracy (less than 1.5% error). The rods for the suspensions had a nominal aspect ratio of 10 and experiments were carried out at a single volume fraction, 0.05. Two populations of rods were used to having nominal diameters of 1.5875 mm and 3.175 mm. To within the errors of these experiments, suspensions from both populations had the same relative viscosity, with the overall average being 1.457. This viscosity was significantly different from that of a similar suspension (volume fraction=0.05) of rods of nominal aspect ratio 20 and it agreed well with theoretical results for the viscosity of a dilute suspension of randomly oriented rods.
AbstractList With falling ball rheometry, we have measured the apparent relative viscosity of suspensions of large, neutrally buoyant, rigid rods in a viscous Newtonian fluid, while approximately maintaining the rods in a randomly oriented configuration. A new technique for measuring the time of flight of a ball between two positions is used. This computerized technique, based upon an eddy current detector, enables us to determine the position of a metallic (nonmagnetic) ball falling through an opaque suspension, with high accuracy (less than 1.5% error). The rods for the suspensions had a nominal aspect ratio of 10 and experiments were carried out at a single volume fraction, 0.05. Two populations of rods were used to having nominal diameters of 1.5875 mm and 3.175 mm. To within the errors of these experiments, suspensions from both populations had the same relative viscosity, with the overall average being 1.457. This viscosity was significantly different from that of a similar suspension (volume fraction=0.05) of rods of nominal aspect ratio 20 and it agreed well with theoretical results for the viscosity of a dilute suspension of randomly oriented rods.
Author Powell, Robert L.
Mondy, Lisa A.
Milliken, William J.
Stoker, Gerald G.
Graham, Alan L.
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  organization: Los Alamos National Laboratory, Los Alamos, New Mexico 87545
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Issue 7
Keywords TIME-OF-FLIGHT METHOD
SUSPENSIONS
DATA ACQUISITION
VISCOSITY
RODS
EDDY CURRENTS
ACCURACY
Measuring instrument
Falling sphere viscosimeter
Viscosity
Rheology
Opaque medium
Measurement method
Particle suspension
Experimental study
Viscosimeter
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SubjectTerms 640410 - Fluid Physics- General Fluid Dynamics
ACCURACY
CONDENSED MATTER PHYSICS, SUPERCONDUCTIVITY AND SUPERFLUIDITY
CURRENTS
DATA ACQUISITION
DISPERSIONS
EDDY CURRENTS
ELECTRIC CURRENTS
Exact sciences and technology
Fluid dynamics
Fundamental areas of phenomenology (including applications)
Instrumentation for fluid dynamics
Physics
RODS
SUSPENSIONS
TIME-OF-FLIGHT METHOD
VISCOSITY
Title Development of a falling ball rheometer with applications to opaque systems: measurements of the rheology of suspensions of rods
URI http://dx.doi.org/10.1122/1.550054
https://www.osti.gov/biblio/5218919
Volume 33
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