Semisolid dosage forms and rheology part II Flashcards
rheology
The study of flow and deformation of matter
-Addresses the viscosity characteristics of a material
The study of flow and deformation of matter
-Addresses the viscosity characteristics of a materia
An expression of the resistance to flow; the higher the viscosity, the
greater the resistance
The unit of viscosity is
the poise (p)
Viscosity is involved in
the mixing and flow of materials, their packaging into containers
and their removal prior to use, and can affect patient acceptability, physical
stability and even biological availability
Rheology
• Materials divided into two general categories:
- Newtonian flow
2. Non-Newtonian flow
- Newtonian flow
•Characterized by constant viscosity, independent of the shear rates applied
• Material can be defined by a single viscosity at a specific temperature
• Direct proportionality between shearing stress and rate of shear
➢ Examples: Water and mineral oil
- Non-Newtonian flow
Characterized by a change in viscosity with increasing shear rate
• Materials cannot be defined by a single viscosity at a specific temperature
• May be time dependent
• The majority of fluid pharmaceutical products are non-Newtonian systems
➢ Examples: Liquid and solid heterogeneous dispersions such as colloidal solutions,
emulsions, liquid suspensions and ointments
Rate of shear* (G) is the
difference of velocity (dv) between two planes of liquid separated by an infinitesimal distance (dr)
➢ G = dv/dr
Shearing stress (F) is the
force (F’) per unit area (A) required to bring about flow
➢ F = F’/A
*Shear
To cause to move along the plane of contact
Higher the viscosity of a Newtonian liquid, the
greater is the shearing stress required to produce a certain rate of shear
F′/A = n(dv/dr), where n =
viscosity coefficient or viscosity
➢ More simply, n = F/G
Poise (p)
The shearing force required to produce a velocity of 1 cm/s between two parallel planes of liquid each 1 cm2
in area and separated by a distance of 1 cm
➢ g/cms
Capillary viscometer
-Time of flow of liquid under test is compared with the time
required for a liquid of known viscosity to pass between two
marks
- Can be used to determine the viscosity of a Newtonian
material, with the following relationship: n = ktp
Kinematic viscosity =
n/p, where n is the absolute viscosity and p is the density of a liquid at a specific temperature, and its units are the stoke (s)
‒ Used in the USP and NF
Viscosity of a liquid
increases or decreases when temp is raised?
decreases as temperature is raised
What equation shows dependence of viscosity of liquids on temperatre
Modified Arrhenius equation
n = AeEv/
RT, where A is a constant depending on the molecular weight and molar
volume of the material, Ev
is an activation energy required to initiate flow, R is the
gas constant and T is temperature
Non-Newtonian materials
Plastic
Floc
Pseudoplastic
DIlatant
Plastic
Flow does not begin until a shearing stress corresponding to a certain
yield value is exceeded
-The flow curve intersects the shearing stress axis and does not pass
through the origin
• Material is elastic below the yield value
• Associated with the presence of flocculated* particles in concentrated
suspensions
• A yield value exists because of the contacts between adjacent particles
(brought about by van der Waals forces), which must be broken before flow
can occur