Colloidal Dispersions in Physical Pharmacy

 
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Dispersed systems 
consist of particulate
matter, known as the 
dispersed phase
,
distributed throughout a 
continuous 
or
dispersion medium
. The dispersed material
may range in size from particles of atomic and
molecular dimensions to particles whose size is
measured in millimeters. Accordingly, a
convenient means of classifying dispersed
systems is on the basis  of the mean particle
diameter of the dispersed material.
 
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1.
molecular dispersions.
2.
Colloidal dispersions.
3.
coarse dispersions.
1.
 
Molecular dispersions 
(less than 1 nm)
Particles invisible in electron microscope Pass
through semipermeable membranes and filter
paper, Particles do not settle down on standing
Undergo rapid diffusion E.g. ordinary ions, glucose
 
 
 
2.
 
Colloidal dispersions
 (1 nm - o.5 um)
Particles not resolved by ordinary microscope, can be
detected by electron microscope. Pass through filter
paper but not pass through semipermeable membrane.
Particles made to settle by centrifugation Diffuse very
slowly E.g. colloidal silver sols, natural and synthetic
polymers, cheese, butter, jelly, paint, milk, shaving
cream.
3- Coarse dispersions
 (> 0.5 um)
Particles are visible under ordinary microscope. Do not
pass through filter paper or semipermeable membrane.
Particles settle down under gravity do not diffuse E.g.
emulsions, suspensions, red blood cells.
 
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Particles in the colloidal size range possess a
surface area that is enormous compared with the
surface area of an equal volume of larger particles.
Thus, a cube having a 1-cm edge and a volume of 1
cm3 has a total surface area of 6 cm2. If the same
cube is subdivided into smaller cubes each having
an edge of 100 μm, the total volume remains the
same, but the total surface area increases to
600,000 cm2. This represents a 
10
5
-fold increase in
surface area.
 
 
 
specific surface 
is defined as the surface area
per unit weight or volume of material. In the
example just given, the first sample had a specific
surface of 6 cm2/cm3, whereas the second sample
had a specific surface of 600,000 cm2/cm3. The
possession of a large specific surface results in
many of the unique properties of colloidal
dispersions. For example, platinum is effective as a
catalyst only when in the colloidal form as
platinum black. This is because catalysts act by
adsorbing the reactants onto their surface. Hence,
their catalytic activity is related to their specific
surface.
 
 
 
The color of colloidal dispersions is related to the
size of the particles present. Thus, as the particles
in a red gold sol increase in size, the dispersion
takes on a blue color. Antimony and arsenic
trisulfides change from red to yellow as the
particle size is reduced from that of a coarse
powder to that within the colloidal size range.
Because of their size, colloidal particles can be
separated from molecular particles with relative
ease. The technique of separation, known as
dialysis, uses a semipermeable membrane of
collodion or cellophane, the pore size of which will
prevent the passage of colloidal particles, yet
permit small molecules and ions, such as urea,
glucose, and sodium chloride, to pass through. The
principle is illustrated in Figure 16-1,
 
 
 
 
 
 
 
 
 
 
Fig. 
16-1
.Sketch showing the removal of electrolytes
from colloidal material by diffusion through a
semipermeable membrane. Conditions on the two
sides, A and B, of the membrane are shown at the start
and at equilibrium. The open circles are the colloidal
particles that are too large to pass through the
membrane. The solid dots are the electrolyte particles
that pass through the pores of the membrane
.
 
 
 
at equilibrium, the colloidal material is retained
in compartment A, whereas the subcolloidal
material is distributed equally on both sides of
the membrane. By continually removing the
liquid in compartment B, it is possible to obtain
colloidal material in A that is free from
subcolloidal contaminants. Dialysis can also be
used to obtain subcolloidal material that is free
from colloidal contamination—in this case, one
simply collects the effluent.
 
 
 
Dialysis occurs in vivo. Thus, ions and small
molecules pass readily from the blood, through
a natural semipermeable membrane, to the
tissue fluids; the colloidal components of the
blood remain within the capillary system. The
principle of dialysis is utilized in the artificial
kidney, which removes low–molecular-weight
impurities from the body by passage through a
semipermeable membrane.
 
 
 
The shape of colloidal particles in
dispersion is important:
The more extended the particle the greater
its specific surface the greater the attractive
force between the particles of the dispersed
phase and the dispersion medium.
Flow, sedimentation and osmotic pressure of
the colloidal system affected by the shape of
colloidal particles.
Particle shape may also influence the
pharmacologic action.
 
 
 
 
 
 
 
Fig. 16-2
.Some shapes that can be assumed by
colloidal particles: (
a
) spheres and globules, (
b
)
short rods and prolate ellipsoids, (
c
) oblate
ellipsoids and flakes, (
d
) long rods and threads, (
e
)
loosely coiled threads, and (
f
) branched threads.
 
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A. 
on the basis of the interaction of the particles,
molecules, or ions of the dispersed phase with
the molecules of the dispersion medium.
1.Lyophilic Colloids
Systems containing colloidal particles that
interact to an appreciable extent with the
dispersion medium are referred to as lyophilic
(solvent-loving) 
colloids. Owing to their affinity
for the dispersion medium, such materials
form colloidal dispersions, or sols with relative
ease.
 
 
 
lyophilic colloidal sols are usually obtained
simply by dissolving the material in the solvent
being used. For example, the dissolution of
acacia or gelatin in water.
The various properties of this class of colloids
are due to the attraction between the dispersed
phase and the dispersion medium, which leads
to 
solvation
, the attachment of solvent
molecules to the molecules of the dispersed
phase.
In the case of hydrophilic colloids, in which
water is the dispersion medium, this is termed
hydration.
 
 
 
Most lyophilic colloids are organic molecules,
for example, gelatin, acacia, insulin, albumin,
rubber, and polystyrene.
gelatin, acacia, insulin, albumin produce
lyophilic colloids in aqueous dispersion
media (hydrophilic sols). Rubber and
polystyrene form lyophilic colloids in
nonaqueous, organic solvents. These
materials accordingly are referred to as
lipophilic 
colloids.
 
 
 
2. Lyophobic Colloids
The second class of colloids is composed of
materials that have little attraction, if any, for
the dispersion medium. These are the
lyophobic 
(solvent-hating) 
colloids.
Lyophobic colloids are generally composed of
inorganic particles dispersed in water.
Examples of such materials are gold, silver,
sulfur, arsenous sulfide, and silver iodide.
In contrast to lyophilic colloids, it is necessary
to use special methods to prepare lyophobic
colloids. These are 
(a) dispersion methods, 
in
which coarse particles are reduced in size,
 
 
 
Dispersion can be achieved by the use of high-
intensity ultrasonic generators operating at
frequencies in excess of 20,000 cycles per second.
A second dispersion method involves the
production of an electric arc within a liquid. Owing
to the intense heat generated by the arc, some of
the metal of the electrodes is dispersed as vapor,
which condenses to form colloidal particles.
Milling and grinding processes can be used,
although their efficiency is low. So-called colloid
mills, in which the material is sheared between
two rapidly rotating plates set close together,
reduce only a small amount of the total particles
to the colloidal size range.
 
 
 
(b) condensation methods
, in which materials of
subcolloidal dimensions are caused to aggregate
into particles within the colloidal size range. The
required conditions for the formation of lyophobic
colloids by condensation or aggregation involve a
high degree of initial supersaturation followed by
the formation and growth of nuclei.
Supersaturation can be brought about by change
in solvent or reduction in temperature. For
example, if sulfur is dissolved in alcohol and the
concentrated solution is then poured into an
excess of water, many small nuclei form in the
supersaturated solution. These grow rapidly to
form a colloidal sol.
 
 
 
Other condensation methods depend on a
chemical reaction, such as reduction, oxidation,
hydrolysis, and double decomposition. Thus,
neutral or slightly alkaline solutions of the
noble metal salts, when treated with a
reducing agent such as formaldehyde or
pyrogallol, form atoms that combine to form
charged aggregates.
 
 
 
3. Association Colloids
Association or amphiphilic colloids form the
third group in this classification. As shown in
the Interfacial Phenomena chapter, certain
molecules or ions, termed amphiphiles or
surface-active agents, are characterized by
having two distinct regions of opposing
solution affinities within the same molecule or
ion. When present in a liquid medium at low
concentrations, the amphiphiles exist
separately and are of such a size as to be
subcolloidal. As the concentration is increased,
aggregation occurs over a narrow
concentration range. These aggregates, which
may contain 50 or more monomers, are called
micelles.
 
 
 
Because the diameter of each micelle is of the
order of 50 Å, micelles lie within the size range
we have designated as colloidal. The
concentration of monomer at which micelles
form is termed the 
critical micelle
concentration
(
CMC
). The number of monomers
that aggregate to form a micelle is known as
the 
aggregation number 
of the micelle.
 
 
 
In the case of amphiphiles in water, the hydrocarbon
chains face inward into the micelle to form, in effect,
their own hydrocarbon environment. Surrounding this
hydrocarbon core are the polar portions of the
amphiphiles associated with the water molecules of
the continuous phase. Aggregation also occurs in
nonpolar liquids. The orientation of the molecules is
now reversed, however, with the polar heads facing
inward while the hydrocarbon chains are associated
with the continuous nonpolar phase. These situations
are shown in Figure 16-4, which also shows some of
the shapes postulated for micelles.
 
 
 
 
 
 
 
Fig. 16-4
.Some probable shapes of micelles: (
a
) spherical
micelle in aqueous media, (
b
) reversed micelle in
nonaqueous media, and (
c
) laminar micelle, formed at
higher amphiphile concentration, in aqueous media.
 
 
 
It seems likely that spherical micelles exist at
concentrations relatively close to the CMC. At
higher concentrations, laminar micelles have an
increasing tendency to form and exist in
equilibrium with spherical micelles.
As with lyophilic sols, formation of association
colloids is spontaneous, provided that the
concentration of the amphiphile in solution
exceeds the CMC. Amphiphiles may be anionic,
cationic, nonionic, or ampholytic (zwitterionic),
and this provides a convenient means of
classifying association colloids.
 
 
 
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B.
 On the base of the original states of their
constituent parts:
 
 
 
 
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1.
The Faraday–Tyndall Effect
when a strong beam of light is passed
through a colloidal sol, the path of light is
illuminated (a visible cone formed).
This phenomenon resulting from the
scattering of light by the colloidal particles
.
 
 
 
 
 
 
The same effect is noticed when a beam of
sunlight enters a dark room through a slit when
the beam of light becomes visible through the
room. This happens due to the scattering of
light by particles of dust in the air.
 
 
 
2- Electron microscope
Ultra-microscope has declined in recent years
as it does not able to resolve lyophilic colloids.
so electron microscope is capable of yielding
pictures of actual particles size, shape and
structure of colloidal particles. Electron
microscope has high resolving power, as its
radiation source is a beam of high energy
electrons, while that of optical microscope is
visible light.
 
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3- Light Scattering
depend on tyndall effect. used to give
information about particle size and shape and
for determination of molecular weight of
colloids. Used to study proteins, association
colloids and lyophobic sols. Scattering
described in terms of turbidity, T Turbidity: the
fractional decrease in intensity due to
scattering as the incident light passes through 1
cm of solution. Turbidity is proportional to the
molecular weight of lyophilic colloid.
 
 
 
Hc / T = 1/M + 2Bc
T
: turbidity
C
: conc of solute in gm / ml of
solution
M
: molecular weight
B
: interaction constant
H
: constant for a particular system
 
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Grouped under this heading are several properties
of colloidal systems that relate to the motion of
particles with respect to the dispersion medium.
The motion may be 
thermally induced 
(Brownian
movement, diffusion, osmosis), 
gravitationally
induced 
(sedimentation), or 
applied externally
(viscosity).
 
 
 
1. Brownian Motion
Brownian motion describes the random movement of
colloidal particles. The erratic motion, which may be
observed with particles as large as about 5 μm, was
explained as resulting from the bombardment of the
particles by the molecules of the dispersion medium.
 
The zig-zag movement of colloidal
particles continuously and randomly
 
 
 
The motion of the molecules cannot be
observed, of course, because the molecules
are too small to see.
The velocity of the particles increases with
decreasing particle size.
Increasing the viscosity of the medium, which
may be accomplished by the addition of
glycerin or a similar agent, decreases and
finally stops the Brownian movement.
 
 
 
2. Diffusion
Particles diffuse spontaneously from a region of
higher concentration to one of lower concentration
until the concentration of the system is uniform
throughout. Diffusion is a direct result of Brownian
movement.
According to Fick's first law, the amount, 
dq
, of
substance diffusing in time, 
dt
, across a plane of
area, 
S
, is directly proportional to the change of
concentration, 
dc
, with distance traveled, 
dx
.
Fick's law 
is written as
 
 
 
D
             diffusion coefficient the amount of the material
diffused per unit time across a unit area when 
dc/dx
(conc. gradient) is unity.
The measured diffusion coeffecient can be used to
determine the radius of particles or molecular weight.
3. Osmotic Pressure
The osmotic pressure, π, of a dilute colloidal solution is
described by the 
van't Hoff equation
:
 
 
where 
c
 is molar concentration of solute. This equation
can be used to calculate the molecular weight of a
colloid in a dilute solution. Replacing 
c
 with 
cg/M
 in
equation (16-9), in which 
cg
 is the grams of solute per
liter of solution and 
M
 is the molecular weight, we
obtain
 
 
 
 
 
where 
g
 
is the acceleration due to gravity. If the
particles are subjected only to the force of
gravity, then the lower size limit of particles
obeying Stokes's equation is about 0.5 μm. This
is because Brownian movement becomes
significant and tends to offset sedimentation
due to gravity and promotes mixing instead.
Consequently, a stronger force must be applied
to bring about the sedimentation of colloidal
particles in a quantitative and measurable
manner. This is accomplished by use of the
ultracentrifuge
, which can produce a force one
million times that of gravity.
 
 
 
5. Viscosity
Viscosity is an expression of the resistance to
flow of a system under an applied stress. The
more viscous a liquid is, the greater is the
applied force required to make it flow at a
particular rate.
The shapes of particles of the disperse phase
affect the viscosity of colloidal dispersions.
Spherocolloids form dispersions of relatively
low viscosity, whereas systems containing
linear particles are more viscous.
 
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Particles dispersed in liquid media may become
charged mainly in one of two ways :
The first involve selective adsorption of a
particular ionic species present in solution.
This may be an ion added to the solution or,
in the case of pure water, it may be the
hydronium or hydroxyl ion. 
The majority of
particles dispersed in water acquire a
negative charge due to preferential
adsorption of the hydroxyl ion.
Second : charges on particles arises from
ionization of groups (such as COOH) that may
be situated at the surface of the particles.
 
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Consider a solid surface in contact with a polar
solution containing ions, for example, an aqueous
solution of an electrolyte. Furthermore, let us
suppose that some of the cations are adsorbed
onto the surface, giving it a positive charge.
Remaining in solution are the rest of the cations
plus the total number of anions added. These
anions are attracted to the positively charged
surface by electric forces.
In addition to these electric forces, thermal
motion tends to produce an equal distribution of
all the ions in solution.
 
 
 
An equilibrium situation is set up in which
some of the excess anions approach the
surface, whereas the remainder are distributed
in decreasing amounts as one proceeds away
from the charged surface.
At a particular distance from the surface, the
concentrations of anions and cations are equal,
that is, conditions of electric neutrality prevail.
 
 
 
 
Fig. 15-28
. The electric double layer at the surface of
separation between two phases,showing distribution of
ions. The system as a whole is electrically neutral
.
 
 
 
 
in figure 15-28 
aa′
 is the surface of the solid.
The adsorbed ions that give the surface its
positive charge are referred to as 
the
potential-determining ions.
Immediately adjacent to this surface layer is
a region of tightly bound solvent molecules,
together with some negative ions, also tightly
bound to the surface. The limit of this region
is given by the 
line bb′ 
in Figure 15-28.
 
 
 
 
These ions, having a charge opposite to that of the
potential-determining ions, are known as
counterions or gegenions
.
The degree of attraction of the solvent molecules
and counterions is such that if the surface is moved
relative to the liquid, the shear plane is 
bb′
 rather
than 
aa′
.
In the region bounded by the lines 
bb′
 and 
cc′
, there
is an excess of negative ions. The potential at bb′ is
still positive because, as previously mentioned,
there are fewer anions in the tightly bound layer
than cations adsorbed onto the surface of the solid.
Beyond 
cc′, 
the distribution of ions is uniform and
electric 
neutrality is obtained
 
 
 
 
 
Thus, the electric distribution at the interface
is equivalent to 
a double layer of charge
, the
first layer(extending from aa′ to bb′) 
tightly
bound
 and a second layer (from bb′ to cc′)
that is more diffuse. The so called diffuse
double layer therefore extends from aa′ to
cc′.
 
 
 
Two situations other than that represented by
Figure 15-28 are possible
:
(a) 
If the counterions in the tightly bound, solvated
layer equal the positive charge on the solid
surface, then electric neutrality occurs at the plane
bb′ 
rather than 
cc′
.
(
b
)
 Should the total charge of the counterions in
the region 
aa′
bb′ 
exceed the charge due to the
potential-determining ions, then the net charge at
bb′ 
will be negative rather than less positive, as
shown in Figure 15-28.
 This means that, in this instance, for electric
neutrality to be obtained at 
cc′
, an excess of
positive ions must be present in the region 
bb′
cc′
.
 
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The potential at the solid surface 
aa′ due to the
potential-determining ion is the electrothermodynamic
Nernst potential
,
 E
, and is 
defined as the difference in
potential between the actual surface and the
electroneutral region of the solution.
 
potential located at the shear plane 
bb′ is known as 
the
electrokinetic, or
 zeta, potential, δ
. The zeta potential is
defined as the difference in potential 
between the
surface of the tightly bound layer (shear plane) and the
electroneutral region of the solutiona.
 
 
 
The zeta potential has practical application in
the stability of systems containing dispersed
particles because this potential, rather than the
Nernst potential, governs the degree of
repulsion between adjacent, similarly charged,
dispersed particles.
If the zeta potential is reduced below a certain
value (which depends on the particular system
being used), the attractive forces exceed the
repulsive forces, and the particles come
together. This phenomenon is known as
flocculation.
 
 
 
 
The movement of a charged surface with
respect to the adjacent liquid phase is the basic
principle underlying four electrokinetic
phenomena :
Electrophoresis
Electroosmosis
Sedimentation Potential
Streaming Potential
 
 
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Electrophoresis is the most known electrokinetic
phenomena. It refers to the motion of charged
particles related to the fluid under the influence of an
applied electric field.
If an electric potential is applied to a colloid, the
charged colloidal particles move toward the
oppositely charged electrode
.
 
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It is the opposite in principal to that of
electrophoresis.
 
If the solid is rendered immobile ( by making
particles into a porous plug), the liquid
moves relative to the charged surface. When
potential is applied
 
 
 
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The sedimentation potential also called the
(Donnan effect)
.
It is the potential induced by the fall of a
charged particle under an external force field.
 
if a colloidal suspension has a gradient of
concentration (such as is produced in
sedimentation or centrifugation), then a
macroscopic electric field is generated by the
charge imbalance appearing at the top and
bottom of the sample column.
 
 
 
 
 
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Differs from electro-osmosis in that the
potential is created by forcing a liquid to flow
through a bed or plug of particles.
 
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The presence and magnitude, or absence, of a charge
on a colloidal particle is an important factor in the
stability of colloidal systems.
Stabilization is accomplished essentially by two
means:
1.
providing the dispersed particles with an electric
charge.
2.
surrounding each particle with a protective solvent
sheath that prevents mutual adherence when the
particles collide as a result of Brownian movement.
This second effect is significant only in the case of
lyophilic sols.
 
 
 
A lyophobic sol 
is thermodynamically unstable. The particles
in such sols are stabilized only by the presence of electric
charges on their surfaces. The like charges produce a
repulsion that prevents coagulation of the particles. If the
last traces of ions are removed from the system by dialysis,
the particles can agglomerate and reduce the total surface
area, and, owing to their increased size, they may settle
rapidly from suspension. Hence, addition of a small amount
of electrolyte to a lyophobic sol tends to stabilize the system
by imparting a charge to the particles. Addition of
electrolyte beyond that necessary for maximum adsorption
on the particles, however, sometimes results in the
accumulation of opposite ions and reduces the zeta
potential below its 
critical value
.
Coagulation also result from mixing of oppositely charged
colloids.
 
 
 
Lyophilic and association colloids 
are
thermodynamically stable and The addition
of an electrolyte to a lyophilic colloid in
moderate amounts does not result in
coagulation, as was evident with lyophobic
colloids. If sufficient salt is added, however,
agglomeration and sedimentation of the
particles may result. This phenomenon,
referred to as 
salting out
.
 
 
 
This is obtained by:
1- Addition of large amounts of electrolytes
-
Anions arranged in a decreasing order of
precipitating power: 
citrate > tartrate > sulfate >
acetate > chloride> nitrate > bromide > iodide
-
The precipitation power is directly related to the
hydration of the ion and its ability to separate
water molecules from colloidal particles
2- addition of less polar solvent
-
e.g. alcohol, acetone
-
The addition of less polar solvent renders the
solvent mixture unfavourable for the colloids
solubility
 
 
 
 
 
Coacervation:
 
the process of mixing negatively and positively
charged hydrophilic colloids, and hence the
particles separate from the dispersion to form a
layer rich in the colloidal aggregates
(coacervate)
 
 
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Sensitization: 
the addition of small amount of
hydrophilic or hydrophobic colloid to a
hydrophobic colloid of opposite charge tend to
sensitize (coagulate) the particles.
Polymer flocculants can bridge individual
colloidal particles by attractive electrostatic
interactions.
For example, negatively-charged colloidal silica
particles can be flocculated by the addition of a
positively-charged polymer
.
 
 
 
Protection: 
the addition of large amount of
hydrophilic  colloid 
(protective colloid)
 to a
hydrophobic colloid tend to stabilize the
system.
This may be due to:
The hydrophile is adsorbed as a
monomolecular layer on the hydrophobic
particles.
 
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Colloidal dispersions consist of particulate matter distributed throughout a medium. They can be classified based on particle diameter, with molecular, colloidal, and coarse dispersions being common types. The enormous surface area of colloidal particles leads to unique properties, such as catalytic activity. Specific surface area plays a crucial role in defining these properties.

  • Colloidal Dispersions
  • Physical Pharmacy
  • Particulate Matter
  • Unique Properties
  • Specific Surface Area

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  1. Colloidal Dispersions MARTIN S PHYSICAL PHARMACY AND PHARMACEUTICAL SCIENCES chapter 16 lecturer Methaq Hamad

  2. Dispersed systems consist of particulate matter, known as the distributed throughout dispersion medium. The dispersed material may range in size from particles of atomic and molecular dimensions to particles whose size is measured in millimeters. convenient means of classifying dispersed systems is on the basis of the mean particle diameter of the dispersed material. dispersed continuous phase, a or Accordingly, a

  3. Types of dispersed systems 1. molecular dispersions. 2. Colloidal dispersions. 3. coarse dispersions. 1. Molecular dispersions (less than 1 nm) Particles invisible in electron microscope Pass through semipermeable membranes and filter paper, Particles do not settle down on standing Undergo rapid diffusion E.g. ordinary ions, glucose

  4. 2.Colloidal dispersions (1 nm - o.5 um) Particles not resolved by ordinary microscope, can be detected by electron microscope. Pass through filter paper but not pass through semipermeable membrane. Particles made to settle by centrifugation Diffuse very slowly E.g. colloidal silver sols, natural and synthetic polymers, cheese, butter, jelly, paint, milk, shaving cream. 3- Coarse dispersions (> 0.5 um) Particles are visible under ordinary microscope. Do not pass through filter paper or semipermeable membrane. Particles settle down under gravity do not diffuse E.g. emulsions, suspensions, red blood cells.

  5. Size and Shape of Colloidal Particles Particles in the colloidal size range possess a surface area that is enormous compared with the surface area of an equal volume of larger particles. Thus, a cube having a 1-cm edge and a volume of 1 cm3 has a total surface area of 6 cm2. If the same cube is subdivided into smaller cubes each having an edge of 100 m, the total volume remains the same, but the total surface area increases to 600,000 cm2. This represents a 105-fold increase in surface area.

  6. specific surface is defined as the surface area per unit weight or volume of material. In the example just given, the first sample had a specific surface of 6 cm2/cm3, whereas the second sample had a specific surface of 600,000 cm2/cm3. The possession of a large specific surface results in many of the unique properties of colloidal dispersions. For example, platinum is effective as a catalyst only when in the colloidal form as platinum black. This is because catalysts act by adsorbing the reactants onto their surface. Hence, their catalytic activity is related to their specific surface.

  7. The color of colloidal dispersions is related to the size of the particles present. Thus, as the particles in a red gold sol increase in size, the dispersion takes on a blue color. Antimony and arsenic trisulfides change from red to yellow as the particle size is reduced from that of a coarse powder to that within the colloidal size range. Because of their size, colloidal particles can be separated from molecular particles with relative ease. The technique of separation, known as dialysis, uses a semipermeable membrane of collodion or cellophane, the pore size of which will prevent the passage of colloidal particles, yet permit small molecules and ions, such as urea, glucose, and sodium chloride, to pass through. The principle is illustrated in Figure 16-1,

  8. Fig. 16-1.Sketch showing the removal of electrolytes from colloidal material semipermeable membrane. Conditions on the two sides, A and B, of the membrane are shown at the start and at equilibrium. The open circles are the colloidal particles that are too large to pass through the membrane. The solid dots are the electrolyte particles that pass through the pores of the membrane. by diffusion through a

  9. at equilibrium, the colloidal material is retained in compartment A, whereas the subcolloidal material is distributed equally on both sides of the membrane. By continually removing the liquid in compartment B, it is possible to obtain colloidal material in A that is free from subcolloidal contaminants. Dialysis can also be used to obtain subcolloidal material that is free from colloidal contamination in this case, one simply collects the effluent.

  10. Dialysis occurs in vivo. Thus, ions and small molecules pass readily from the blood, through a natural semipermeable membrane, to the tissue fluids; the colloidal components of the blood remain within the capillary system. The principle of dialysis is utilized in the artificial kidney, which removes low molecular-weight impurities from the body by passage through a semipermeable membrane.

  11. The dispersion is important: The more extended the particle the greater its specific surface the greater the attractive force between the particles of the dispersed phase and the dispersion medium. Flow, sedimentation and osmotic pressure of the colloidal system affected by the shape of colloidal particles. Particle shape may pharmacologic action. shape of colloidal particles in also influence the

  12. Fig. 16-2.Some shapes that can be assumed by colloidal particles: (a) spheres and globules, (b) short rods and prolate ellipsoids, (c) oblate ellipsoids and flakes, (d) long rods and threads, (e) loosely coiled threads, and (f) branched threads.

  13. Types of Colloidal Systems A. on the basis of the interaction of the particles, molecules, or ions of the dispersed phase with the molecules of the dispersion medium. 1.Lyophilic Colloids Systems containing colloidal particles that interact to an appreciable extent with the dispersion medium are referred to as lyophilic (solvent-loving) colloids. Owing to their affinity for the dispersion medium, such materials form colloidal dispersions, or sols with relative ease.

  14. lyophilic colloidal sols are usually obtained simply by dissolving the material in the solvent being used. For example, the dissolution of acacia or gelatin in water. The various properties of this class of colloids are due to the attraction between the dispersed phase and the dispersion medium, which leads to solvation, the attachment molecules to the molecules of the dispersed phase. In the case of hydrophilic colloids, in which water is the dispersion medium, this is termed hydration. of solvent

  15. Most lyophilic colloids are organic molecules, for example, gelatin, acacia, insulin, albumin, rubber, and polystyrene. gelatin, acacia, insulin, albumin produce lyophilic colloids in media (hydrophilic polystyrene form nonaqueous, organic materials accordingly are referred to as lipophilic colloids. aqueous sols). lyophilic solvents. dispersion Rubber colloids and in These

  16. 2. Lyophobic Colloids The second class of colloids is composed of materials that have little attraction, if any, for the dispersion medium. These are the lyophobic (solvent-hating) colloids. Lyophobic colloids are generally composed of inorganic particles Examples of such materials are gold, silver, sulfur, arsenous sulfide, and silver iodide. In contrast to lyophilic colloids, it is necessary to use special methods to prepare lyophobic colloids. These are (a) dispersion methods, in which coarse particles are reduced in size, dispersed in water.

  17. Dispersion can be achieved by the use of high- intensity ultrasonic generators frequencies in excess of 20,000 cycles per second. A second dispersion production of an electric arc within a liquid. Owing to the intense heat generated by the arc, some of the metal of the electrodes is dispersed as vapor, which condenses to form colloidal particles. Milling and grinding processes can be used, although their efficiency is low. So-called colloid mills, in which the material is sheared between two rapidly rotating plates set close together, reduce only a small amount of the total particles to the colloidal size range. operating at method involves the

  18. (b) condensation methods, in which materials of subcolloidal dimensions are caused to aggregate into particles within the colloidal size range. The required conditions for the formation of lyophobic colloids by condensation or aggregation involve a high degree of initial supersaturation followed by the formation and Supersaturation can be brought about by change in solvent or reduction in temperature. For example, if sulfur is dissolved in alcohol and the concentrated solution is then poured into an excess of water, many small nuclei form in the supersaturated solution. These grow rapidly to form a colloidal sol. growth of nuclei.

  19. Other condensation methods depend on a chemical reaction, such as reduction, oxidation, hydrolysis, and double decomposition. Thus, neutral or slightly alkaline solutions of the noble metal salts, when treated with a reducing agent such as formaldehyde or pyrogallol, form atoms that combine to form charged aggregates.

  20. 3. Association Colloids Association or amphiphilic colloids form the third group in this classification. As shown in the Interfacial Phenomena chapter, certain molecules or ions, termed amphiphiles or surface-active agents, are characterized by having two distinct solution affinities within the same molecule or ion. When present in a liquid medium at low concentrations, the separately and are of such a size as to be subcolloidal. As the concentration is increased, aggregation occurs concentration range. These aggregates, which may contain 50 or more monomers, are called micelles. regions of opposing amphiphiles exist over a narrow

  21. Because the diameter of each micelle is of the order of 50 , micelles lie within the size range we have designated concentration of monomer at which micelles form is termed the concentration(CMC). The number of monomers that aggregate to form a micelle is known as the aggregation number of the micelle. as colloidal. The critical micelle

  22. In the case of amphiphiles in water, the hydrocarbon chains face inward into the micelle to form, in effect, their own hydrocarbon environment. Surrounding this hydrocarbon core are the polar portions of the amphiphiles associated with the water molecules of the continuous phase. Aggregation also occurs in nonpolar liquids. The orientation of the molecules is now reversed, however, with the polar heads facing inward while the hydrocarbon chains are associated with the continuous nonpolar phase. These situations are shown in Figure 16-4, which also shows some of the shapes postulated for micelles.

  23. Fig. 16-4.Some probable shapes of micelles: (a) spherical micelle in aqueous media, (b) reversed micelle in nonaqueous media, and (c) laminar micelle, formed at higher amphiphile concentration, in aqueous media.

  24. It seems likely that spherical micelles exist at concentrations relatively close to the CMC. At higher concentrations, laminar micelles have an increasing tendency to equilibrium with spherical micelles. As with lyophilic sols, formation of association colloids is spontaneous, concentration of the amphiphile in solution exceeds the CMC. Amphiphiles may be anionic, cationic, nonionic, or ampholytic (zwitterionic), and this provides a classifying association colloids. form and exist in provided that the convenient means of

  25. Types of Colloidal Systems B. On the base of the original states of their constituent parts:

  26. Table 16-2 Comparison of Properties of Colloidal Sols*

  27. Optical Properties of Colloids 1. The Faraday Tyndall Effect when a strong beam of light is passed through a colloidal sol, the path of light is illuminated (a visible cone formed). This phenomenon scattering of light by the colloidal particles. resulting from the

  28. The same effect is noticed when a beam of sunlight enters a dark room through a slit when the beam of light becomes visible through the room. This happens due to the scattering of light by particles of dust in the air.

  29. 2- Electron microscope Ultra-microscope has declined in recent years as it does not able to resolve lyophilic colloids. so electron microscope is capable of yielding pictures of actual particles size, shape and structure of colloidal microscope has high resolving power, as its radiation source is a beam of high energy electrons, while that of optical microscope is visible light. particles. Electron

  30. Electron Microscope Electron Microscope

  31. 3- Light Scattering depend information about particle size and shape and for determination of molecular weight of colloids. Used to study proteins, association colloids and lyophobic described in terms of turbidity, T Turbidity: the fractional decrease in scattering as the incident light passes through 1 cm of solution. Turbidity is proportional to the molecular weight of lyophilic colloid. on tyndall effect. used to give sols. Scattering intensity due to

  32. Hc / T = 1/M + 2Bc T: turbidity C: conc of solute in gm / ml of solution M: molecular weight B: interaction constant H: constant for a particular system

  33. Kinetic Properties of Colloids Grouped under this heading are several properties of colloidal systems that relate to the motion of particles with respect to the dispersion medium. The motion may be thermally induced (Brownian movement, diffusion, osmosis), gravitationally induced (sedimentation), or applied externally (viscosity).

  34. 1. Brownian Motion Brownian motion describes the random movement of colloidal particles. The erratic motion, which may be observed with particles as large as about 5 m, was explained as resulting from the bombardment of the particles by the molecules of the dispersion medium. The zig-zag movement of colloidal particles continuously and randomly

  35. The motion of the molecules cannot be observed, of course, because the molecules are too small to see. The velocity of the particles increases with decreasing particle size. Increasing the viscosity of the medium, which may be accomplished by the addition of glycerin or a similar agent, decreases and finally stops the Brownian movement.

  36. 2. Diffusion Particles diffuse spontaneously from a region of higher concentration to one of lower concentration until the concentration of the system is uniform throughout. Diffusion is a direct result of Brownian movement. According to Fick's first law, the amount, dq, of substance diffusing in time, dt, across a plane of area, S, is directly proportional to the change of concentration, dc, with distance traveled, dx. Fick's law is written as

  37. D diffused per unit time across a unit area when dc/dx (conc. gradient) is unity. The measured diffusion coeffecient can be used to determine the radius of particles or molecular weight. 3. Osmotic Pressure The osmotic pressure, , of a dilute colloidal solution is described by the van't Hoff equation: diffusion coefficient the amount of the material where c is molar concentration of solute. This equation can be used to calculate the molecular weight of a colloid in a dilute solution. Replacing c with cg/M in equation (16-9), in which cg is the grams of solute per liter of solution and M is the molecular weight, we obtain

  38. ? R 4- Sedimentation The velocity, v, of sedimentation of spherical particles having a density in a medium of density 0 and a viscosity 0 is given by Stokes's law: osmotic pressure molar gas constant

  39. where g is the acceleration due to gravity. If the particles are subjected only to the force of gravity, then the lower size limit of particles obeying Stokes's equation is about 0.5 m. This is because Brownian movement becomes significant and tends to offset sedimentation due to gravity and promotes mixing instead. Consequently, a stronger force must be applied to bring about the sedimentation of colloidal particles in a quantitative and measurable manner. This is accomplished by use of the ultracentrifuge, which can produce a force one million times that of gravity.

  40. 5. Viscosity Viscosity is an expression of the resistance to flow of a system under an applied stress. The more viscous a liquid is, the greater is the applied force required to make it flow at a particular rate. The shapes of particles of the disperse phase affect the viscosity of colloidal dispersions. Spherocolloids form dispersions of relatively low viscosity, whereas systems containing linear particles are more viscous.

  41. Electric Properties Of Colloids Particles dispersed in liquid media may become charged mainly in one of two ways : The first involve selective adsorption of a particular ionic species present in solution. This may be an ion added to the solution or, in the case of pure water, it may be the hydronium or hydroxyl ion. The majority of particles dispersed negative charge due adsorption of the hydroxyl ion. Second : charges on particles arises from ionization of groups (such as COOH) that may be situated at the surface of the particles. in water to acquire preferential a

  42. The Electric Double Layer Consider a solid surface in contact with a polar solution containing ions, for example, an aqueous solution of an electrolyte. Furthermore, let us suppose that some of the cations are adsorbed onto the surface, giving it a positive charge. Remaining in solution are the rest of the cations plus the total number of anions added. These anions are attracted to the positively charged surface by electric forces. In addition to these electric forces, thermal motion tends to produce an equal distribution of all the ions in solution.

  43. An equilibrium situation is set up in which some of the excess anions approach the surface, whereas the remainder are distributed in decreasing amounts as one proceeds away from the charged surface. At a particular distance from the surface, the concentrations of anions and cations are equal, that is, conditions of electric neutrality prevail.

  44. Fig. 15-28. The electric double layer at the surface of separation between two phases,showing distribution of ions. The system as a whole is electrically neutral.

  45. in figure 15-28 aa is the surface of the solid. The adsorbed ions that give the surface its positive charge are referred to as the potential-determining ions. Immediately adjacent to this surface layer is a region of tightly bound solvent molecules, together with some negative ions, also tightly bound to the surface. The limit of this region is given by the line bb in Figure 15-28.

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