Rheology Flashcards
Rheology
Is the study of flow properties of material
Viscosity
The resistance of a fluid to flow when it is subjected to stress
It is important to understand rheology properties of material because they affect
It is important to understand the rheological properties of materials because they affect the following:
Efficiency of mixing
Flow through pipes
Ease of packaging into and removal from containers
Physical stability of preparation
Rate of drug absorption
Spreading and adherence of preparation to skin
Formula
Shear stress
Shear rate
Viscosity
Stress = F/A Rate = dv/dr dv= difference of velocity between two planes of liquid dr= distance between two planes of liquid
Viscosity = stress / rate
Rate unit
S^-1
Stress unit
Nm^-2
Newtonian fluid
Properties and formula
F/A = n dv/dr
n = coefficient of viscosity
Shear rate is directly proportional to shear stress
The flow curve / rheogram
Shows a straight line passing thru origin
Newtonian fluid have Constant viscosity
Rheogram axis
Stress (y) against rate (x)
n= Gradient = viscosity
Rate (y) against stress (x)
n= 1 / gradient
n = dynamic viscosity
Example of Newtonian fluid
Water Organic solvent Oils True solution DILUTE suspension and DILUTE emulsion
Non Newtonian fluid types and meaning
Do not follow Newtonian flow
1) plastic
2) pseudoplastic
3) dilatant
Bingham flow and associated particle
Plastic flow
The material behaves as an elastic solid at low shear stress
A certain shear stress equivalent to the yield value must be exerted before appreciable flow begins
At shear stress above yield value, the material resembles a Newtonian system
Materials exhibiting plastic flow are shear thinning.
Formula
U= (F-f) / G
U= plastic viscosity F= shear stress f= yield value G= shear rate
Plastic flow is associated with the presence of flocculated particles in a concentrated suspension.
Pseudoplastic and associated particles
Pseudoplastic materials show shear-thinning properties
The material will flow as soon as a shear stress is applied.
Its viscosity decreases with increasing rate of shear.
It is often noted that the flow curve tends towards linearity at higher shear stress
The viscosity of a pseudoplastic material is best represented by the entire flow curve.
F^N = n’G
F= shear stress N = index of pseudoplasticity (N>1) n' = viscosity coefficient G= shear rate
Log G = NlogF - log n’
Pseudoplastic flow is associated with polymers in solution.
E.g. Aq dispersion of hyrdrocolloid such as tragacanth, alginates, methylcellulose and synthetic materials such as PVP (polyvinylpyrrolidone)
Dilatant material and associated particles
Dilatant materials show shear-thickening properties
The material will flow as soon as a shear stress is applied
Its viscosity increases with increasing shear stress
Dilatant flow is associated with high concentration of deflocculated particles
Eg suspension with high concentration (>50%) of small deflocculated particles
Dilatant flow properties pose a problem in production.
F^N = n' G N = <1
Explain shear thickening
Under zero shear the particles are closely pack and interparticulate voids are at a minimum, which the vehicle is sufficient to fill and at low Shear rate such as those created during pouring.
AS flow rate increases the particles become displaced from the uniform distribution and the clumps that are produced results in the creation of a larger void into which the vehicle drains, so that the resistance to flow is increase and viscosity rises.
The effect is progressive with increased shear rate until eventually the material may appear paste-like as flow ceases.
Removal of shear stress results in the reestablishment of the fluid nature
When a non Newtonian fluid is sheared, structural changes will occur in the system, resulting in changes in viscosity of the fluid.
The degree of change is dependent on
When a non-Newtonian fluid is sheared, structural changes will occur in the system, resulting in changes in viscosity of the fluid.
The degree of changes is dependent on :
1) Rate of shear
2) Duration of shear
3) Frequency of shear
The structural changes may be reversible or irreversible