Tablet Compression and Compaction in Modern Pharmaceutics

 
Compression and compaction
Unit IV
MPH: 103 T
(Modern Pharmaceutics)
 
(Dr.) Anupriya Kapoor
Assistant Professor
School of Pharmaceutical sciences, CSJMU, Kanpur
In-Campus
 
Learning Objective
 
After going trough the slides, students would be
able to understand
Physics of tablet making
Force involved in tablet making
Compaction profile
Effects of friction
 
Learning outcome
 
Students would be able to understand
The basic of tablet making and knowledge of
Compression, compaction and consolidation
The type of forces involved in tablet
compression
Distribution of forces in tablet press
 
Tablets
 
Tablets are defined as the solid unit dosage
form of medicament or medicaments with
suitable excipients. It comprises a mixture of
active substances and excipients, usually
in powder form, pressed or compacted from a
powder into a solid dose.
 
 
 
Definitions
 
Compression: the reduction in bulk volume of
material on application of external mechanical
forces.
Consolidation: it is the increase in mechanical
strength of material due to particle – particle
interaction.
Compaction: it is a term that indicates
compression and compaction of two phase
system due to application of applied forces.
 
 
 
Particle rearrangement during
compression
 
Consolidation
 
 
The phenomena of consolidation is observed
when two particles approach each other and the
inter-particle distance between them in 
50nm
 or
less
Factors governing consolidation
The chemical nature of the materials
The extent of the available surface
The presence of surface contaminants
The inter-surface distances
 
Types of consolidation
 
Cold welding: 
when two surfaces approach each other and are close enough, their free
surface energies result in strong attractive forces. The phenomena is referred as cold
welding.
Fusion bonding: 
when load is applied to the bed of particle the heat is generated due to
friction, if the heat is not dissipated their is local rise in temperature that causes the melting
of contact area, the melt solidifies giving rise to fusion bonding
 
Compaction profiles
 
It is the hysteresis curves that establish the relationship
between axial pressure and radial pressure
The compaction cycle consist of two types of forces
a.
Axial force
b.
Radial force
 
Axial force: vertical component that is applied by the
upper punch during compression
Radial force: horizontal component observed in the die
wall, when the powder mass attempt to expand in the
die
 
 
Compression Phase
 
OA - Represents repacking of granules or powders.
AB - Represents elastic deformation which continues up to
B (elastic limit)
 BC - Represents plastic deformation and brittle fracture.
Point C indicates the maximum compression force.
 Decompression phase:
CD - Represents elastic recovery on the removal of applied
force.
DE - Represents recovery from plastic deformation
E - Represents residual force, which holds the compact in
the sides of the die.
Ejection force must be greater than residual force
 
Effect of friction
 
Frictional forces are interparticulate friction & die
wall friction.
 Interparticulate friction forces occur due to
particle-particle contact & it is more significant at
low applied load . These forces are reduced by
using glidants e.g. colloidal silica .
Die wall friction forces occur from material
pressed against die wall & moved it is dominant
at high applied load These forces are reduced
using lubricants e.g. magnesium stearate
 
Interparticulate friction: 
The type of friction arises at particle
/particle contacts and can be expressed in terms of coefficient of
interparticulate friction.
interparticulate friction = µ
i
Die-wall friction: 
The friction originates as a result of material
being pressed against the die wall and moved down it. The effect
is predominating at high applied forces when the particle
rearrangement has ceased.
Die-wall friction = µ
W
 
Distribution of forces
 
The fundamentals of tabletting have been
carried out on single-station press or even on
isolated punch & punches with hydraulic
press.
When force is being applied to top of a
cylindric powder mass, the following basic
relationship applies, since there must be an
axial (vertical) balance of forces.
 F
A
 = F
L 
+ F
D
 
 
F
A
 = force applied on the upper punch
F
L
 = proportion of force transmitted to the
lower punch
F
D
 =  is the reaction at the die wall due to
friction at this surface
Since there exist an inherent difference
between the force applied on the upper
punch and that affecting material close to
lower punch, a mean compaction force 
F
M
 is
experienced
F
M 
= (F
A
 + F
L
)/2
 
Since there is an exponential decay of applied
transmission force, the most appropriate
equation can be expressed in terms of
geometric mean force, F
G
F
G
 = (F
A
 . F
L
)
0.5
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This educational material delves into the physics of tablet making, focusing on the forces involved, compaction profiles, and effects of friction. Students will gain knowledge about tablet compression, compaction, and consolidation, including the types of forces at play and the distribution of forces in tablet presses. It covers essential concepts like compression, consolidation, compaction, particle rearrangement, and various types of consolidation such as cold welding and fusion bonding.

  • Tablet making
  • Compression
  • Compaction
  • Modern Pharmaceutics
  • Forces

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  1. Compression and compaction Unit IV MPH: 103 T (Modern Pharmaceutics) (Dr.) Anupriya Kapoor Assistant Professor School of Pharmaceutical sciences, CSJMU, Kanpur In-Campus

  2. Learning Objective After going trough the slides, students would be able to understand Physics of tablet making Force involved in tablet making Compaction profile Effects of friction

  3. Learning outcome Students would be able to understand The basic of tablet making and knowledge of Compression, compaction and consolidation The type of forces involved in tablet compression Distribution of forces in tablet press

  4. Tablets Tablets are defined as the solid unit dosage form of medicament or medicaments with suitable excipients. It comprises a mixture of active substances and excipients, usually in powder form, pressed or compacted from a powder into a solid dose.

  5. Definitions Compression: the reduction in bulk volume of material on application of external mechanical forces. Consolidation: it is the increase in mechanical strength of material due to particle particle interaction. Compaction: it is a term that indicates compression and compaction of two phase system due to application of applied forces.

  6. Particle rearrangement during compression

  7. Consolidation The phenomena of consolidation is observed when two particles approach each other and the inter-particle distance between them in 50nm or less Factors governing consolidation The chemical nature of the materials The extent of the available surface The presence of surface contaminants The inter-surface distances

  8. Types of consolidation Types Cold welding Fusion bonding Cold welding: when two surfaces approach each other and are close enough, their free surface energies result in strong attractive forces. The phenomena is referred as cold welding. Fusion bonding: when load is applied to the bed of particle the heat is generated due to friction, if the heat is not dissipated their is local rise in temperature that causes the melting of contact area, the melt solidifies giving rise to fusion bonding

  9. Compaction profiles It is the hysteresis curves that establish the relationship between axial pressure and radial pressure The compaction cycle consist of two types of forces a. Axial force b. Radial force Axial force: vertical component that is applied by the upper punch during compression Radial force: horizontal component observed in the die wall, when the powder mass attempt to expand in the die

  10. Compression Phase OA - Represents repacking of granules or powders. AB - Represents elastic deformation which continues up to B (elastic limit) BC - Represents plastic deformation and brittle fracture. Point C indicates the maximum compression force. Decompression phase: CD - Represents elastic recovery on the removal of applied force. DE - Represents recovery from plastic deformation E - Represents residual force, which holds the compact in the sides of the die. Ejection force must be greater than residual force

  11. Effect of friction Frictional forces are interparticulate friction & die wall friction. Interparticulate friction forces occur due to particle-particle contact & it is more significant at low applied load . These forces are reduced by using glidants e.g. colloidal silica . Die wall friction forces occur from material pressed against die wall & moved it is dominant at high applied load These forces are reduced using lubricants e.g. magnesium stearate

  12. Components of frictional forces Interparticulate friction Die-wall friction Interparticulate friction: The type of friction arises at particle /particle contacts and can be expressed in terms of coefficient of interparticulate friction. interparticulate friction = i Die-wall friction: The friction originates as a result of material being pressed against the die wall and moved down it. The effect is predominating at high applied forces when the particle rearrangement has ceased. Die-wall friction = W

  13. Distribution of forces The fundamentals of tabletting have been carried out on single-station press or even on isolated punch & punches with hydraulic press. When force is being applied to top of a cylindric powder mass, the following basic relationship applies, since there must be an axial (vertical) balance of forces. FA = FL + FD

  14. FA = force applied on the upper punch FL = proportion of force transmitted to the lower punch FD = is the reaction at the die wall due to friction at this surface Since there exist an inherent difference between the force applied on the upper punch and that affecting material close to lower punch, a mean compaction force FM is experienced FM = (FA + FL)/2

  15. Since there is an exponential decay of applied transmission force, the most appropriate equation can be expressed in terms of geometric mean force, FG FG = (FA . FL)0.5

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