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| Electrostatic Charge and Bacterial
Adhesion |
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| Not all surfaces are
obvious |
| Although this may sound a little strange it
needs to be pointed out that surfaces are an important
feature of very many habitats. If you think about
it, some surfaces are very obvious like rocks
in a river, the leaves and stems of plants, skin,
hair etc etc. However, some are not so
obvious eg the surface of water. |
| Two examples
By now you probably think you have a fairly good
handle on what constitutes a surface and how it
is exploited by microbes.
Obvious examples include the rock in a stream.
Anyone who has ever picked up such a rock will
have noticed that it is slimey. This is the microbial
biofilm growing on it.
But habitats and their associated interfaces
(surfaces) are not always that obvious. Take,
for example, the surface of a pond. This is a
habitat defined by the surface of the water, the
things dissolved in the water and the nature of
the air immediately above it. This habitat will
be exploited by a community which includes many
microbes. These microbes find it advantageous
to stick to the water surface because of the right
gaseous environment, it's near the air, and because
organic and inorganic material is concentrated
there.
But what are they attached to? The answer is
partly to the interface and partly to each other.
If you look closely at the surface of a pond you
will see this biofilm even with the naked eye. |
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| Most microbes
do not roam free It is a widely held view that the world
is teeming with microbes. While this is generally true, they are
not as evenly distributed throughout the world as you might think.
Take the air, for example. If asked, most people would say that
the "air" is full of bacteria but this, in fact, is very
far from the truth. Few microbes have a truely free-roaming lifestyle,
they much prefer to stick to a surface. |
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| The benefits
of attachment Sticking to a surface has very real benefits
for many microorganisms.
First, there are very few habitats that don't contain at least
one surface and by sticking to it, a microbe can manage to physically
stay in it's chosen environment for which, we must presume, it has
become adapted. eg a rock on a river bed
Second, surfaces are where the food is. It doesn't matter if the
nutrient is organic or inorganic, the laws of physics dictate that
molecules tend to adsorb to interfaces and interfaces are surfaces.
This means that in any environment the concentration of any particular
molecule is very likely to be higher on, or in close proximity to,
a surface.
Third, different species of microbes often act together to exploit
a habitat. These consortia are usually present as a biofilm growing
on a surface. In this case the surface provides the physical support
which allows the community to stay together. |
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| Microbes
in the mouth The mouth comprises a number of quite distinct
habitats most of which are bathed in saliva. In order to survive
in the mouth bacteria must attach to one of its surfaces or risk
being swallowed.
Bacteria attaching to exposed smooth surfaces in the mouth must
be quite firmly attached to resist the flow of saliva.
Any build-up of cells due to multiplication is more easily dislodged
because the mass of bacteria experiences a greater shear force.
Anyone who has ever waded into a river knows that as you get deeper
into the water the more you feel the flow of the river.
This does not mean that the exposed, smooth, surfaces of teeth
are devoid of attached bacteria because some species have evolved
efficient adhesion mechanisms. It does mean, however, that any significant
build-up is inhibited and that plaque accumulation is limted to
sheltered sites such as interproximal areas, the gingival margin
and fissures. Bacteria will also accumulate in defects as shown
on the right. |
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| How smooth
is smooth? This is a picture of a smooth surface of a tooth
taken using a scanning electron microscope. Note that the surface
is far from smooth at the microbial level. Enamel prisms orientated
perpendicular to the tooth surface create major indentations approximately
5-10 microns in diameter which are sufficient to provide sheltered
sites enabling the adhesion of microbes and the development of microcolonies.
Similar sites can be provided by areas of enamel erosion. |
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| Initial
attachment Before plaque can accumulate, the tooth has to
be colonised by bacteria which then multiply and attract further
colonisers. These "first colonisers" are known as pioneer
species and, in the mouth comprise:
1. Streptococcus oralis
2. Streptococcus mitis
3. Streptococcus sanguis
The surfaces of these cells and, in fact the surfaces of nearly
all cells, are negatively charged because of the presence of proteins
and other wall and cell membrane components which contain phosphate,
carboxyl and other acidic groups. Furthermore, nearly all non-biological
surfaces are also negatively charged. Sometimes this is due to the
accumulation of organic material which adsorbs to the surface from
the environment and sometimes because the surface is inherently
negatively charged because of its chemistry. |
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| Why understanding adhesion
is important |
| Quite how these pioneer species, and all the
other bacteria in the mouth, actually adhere to
the tooth has been the subject of a considerable
amount of research over the last 20 years. Interest
in bacterial adhesion is, of course, not confined
to the mouth because it is a vitally important
first step in many diseases and knowledge of how
it works may lead to the means to prevent it and
the subsequent disease. |
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| The surface
charge Now, you would be forgiven for thinking that, as
a bacterial cell approached a surface, its negative charge would
interact with the negative charge of the surface, or other cell,
and that this would cause it to be repelled. Unfortunately it is
not as simple as this because the surface charges attract oppositely
charged ions from the surrounding fluid.
These ions which are attracted to the surface form a mobile layer
known as the "electric double layer". Think of it as a
cloud of positively charged ions adjacent to the cell or surface.
So when two charged particles approach each other it is their electric
double layers which start to overlap. This might sound a bit pedantic
but the significance will become clear when we look at the effect
of ionic strength. |
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The Electric Double Layer |
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| Measuring
the force of repulsion Since we are considering two surfaces
with the same charge then they will, of course, repel each other.
If, however, they were of opposite charge, they would attract each
other. The calculation is exactly the same.
As you might expect the calculation is not easy and there are a
number of factors to take into account. However, the equation can
be simplified to the one shown on the right.
In this equation lots of the factors are constants which can be
combined and estimated as 332
Q1 and Q2 are the total charges which are being brought together
D is the dielectric constant of the surrounding fluid which in
this case is water and is "1"
r is the distance separating the surfaces |
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| So the force repelling the two charged
surfaces is inversely proportional to the distance between them.
In other words the closer they get together the bigger the force,
just as you might expect. |
| The force
of repulsion is sensitive to the ionic strength of the surrounding
fluid The force due to the overlapping electric double layers
as the bacterial cell approaches the surface is affected by the
amount of salt in the surrounding fluid. This is because the depth
of the electric double layer shrinks as the ionic strength increases. |
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| The relevant equation is shown on the
right. This fairly complicated formula includes various factors
such as:
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| D the dielectric constant (again)
T the temperature
e the size of the ions
v the valence of the ions
n the concentration of the ions
x is the depth of the electric double layer
The temperature and the dielectric constant will always be fairly
constant in the mouth. Also, for the moment let's suppose that the
salt can vary in concentration but that the type of salts present
remain the same.
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| This means that D, T, and
e, are constant. Pi is also a constant. So if we combine all these
constants into one big constant , include the number 8 and call
it "k" as shown on the right then the equation simplifies
to the one shown below.
This is much simpler and shows clearly that the electric double
layer (x) shrinks if the salt concentration (n) increases. |
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| The
electric double layer shrinks as the ionic strength of the solution
increases What this simplified equation means is that if
you increase the salt concentration then the cells can get closer
to each other, or a surface, before the electric double layers overlap.
The effect of this on bacterial adhesion and aggregation is dramatic. |
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| The
effect of Van der Waals forces Before we can deduce any
effect on adhesion we now need to look at the attraction force.
The only significant attractive force known to be present is van
der Waals force which is due to an interaction between oscillating
dipoles on the surface molecules. This force is unaffected by ionic
strength.
Van der Waals attractive force is a very powerful force but it
only operates over a small distance. Significantly less than the
repulsive force due to overlapping electric double layers. It is,
however, very strong and if the cell can get close enough to the
surface, the van der Waals force will hold it very tightly.
Note that when the cell gets very close to the surface the van
der Waals force starts to get very big indeed. In fact, at very
small distances the van der Waals attractive force is enormously
bigger than the electrostatic repulsion. |
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| How
these two forces affect bacterial adhesion Bacteria are
almost the same size as colloidal particles.
Modern thinking on how bacteria stick to surfaces and to each other
is greatly influenced by the work done by two groups of researchers
who worked independently of each other on the chemistry of colloids.
They were interested to know how colloidal particles managed to
stay suspended in a solution and the factors which caused them to
precipitate. This work has enormous implications in the modern treatment
of waste water!
The workers in one of these groups were called Deryagin and Landau
and in the other were called Verway and Overbeek. Between them they
worked out the mathematics which described the forces acting on
colloidal particles, some of which you have seen above. Their theory
became known as the DLVO theory after the initials of their names.
Many years later, microbiologists interested in how bacteria attach
to surfaces realised that bacteria were almost colloidal particles
and that the DLVO theory might well be a useful model. |
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| The
DLVO Theory |
| The DLVO theory in its simplest form looks
at the two main forces acting on charged colloidal
particles in a solution. The two forces are:
1. electrostatic repulsion
2. van der Waals attractive force
By adding these two opposite forces together
it is possible to describe the overall force acting
on a colloidal particle as it approaches another
particle or a charged surface.
It is very important to realise that the overall
shape of this resultant force depends on the ionic
strength of the fluid because this affects the
depth of the electric double layer and, therefore,
the electrostatic repulsion. |
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| Now back
to bacteria This graph shows the two forces acting on a
bacterial cell as it approaches another cell. The same forces apply
if it was approaching a surface.
If these two forces are added together we get a picture of the
overall force acting on the cells. This is shown by the green line.
The sum of the two forces The
green line shows the force acting on the cells as they approach
each other.
| 1. |
At a separation distance of about 10nm the
cells feel a small attraction. |
| 2. |
As they get closer still the electrostatic
repulsion increases but the van der Waals force, being a short-range
force, does not. |
| 3. |
If the cells get closer still they start to
feel an increasingly stronger repulsion |
| 4. |
At a distance of about 2 nm the van der Waals
force kicks in and becomes dominant at about 1nm |
| 5. |
At less than 1nm the cell starts to feel a
strong and increasing attraction to the other cell or surface |
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The effect of ionic strength
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| The graph above shows what is happening at
physiological ionic strength which approximates
to the situation in the mouth. At higher ionic
strength however, the electric double layer shrinks.
This affects the strength of the repulsive force
but not the van der Waals force.
Increased ionic strength reduces the electrostatic
repulsion which means that the cells can get closer.
If the ionic strength is high enough the cells
feel no repulsion at all and slam together at
high speed. Move the mouse cursor over the graph
to see the effect of increasing the ionic strength.
So, adding salt to a bacterial suspension causes
the cells to aggregate and fall out of suspension.
It would also cause them to stick tightly to a
surface. |
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| The
bottom line The cells, however, can not get past the large
electrostatic repulsion at a separation distance of between 3-5nm.
Cells are held briefly at about 10nm apart by the weak attractive
force. Thermal motion, shear force or the cells own motility will
easily break this attraction
In order to adhere firmly the cells must exploit this brief time
when they are held 10nm from the surface. They do this in a variety
of ways which are beyond the scope of this tutorial |
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finally, remember "v" for valence? There is one
more interesting consequence of the DLVO theory and that is that
the stability of a colloid depends not only on the concentration
of electrolyte but also on its valence. The point at which a colloid
becomes unstable and flocculates is known as the "critical
coaggregation concentration" and its calculation is heavy going
but after a number of reasonable assumptions can be simplified to
the value of 0.8 divided by the sixth power of the valence of the
electrolyte (opposite).
For a negatively charged colloid such as bacterial suspension the
"ccc" in the presence of a monovalent salt such as sodium,
is 0.8M which is above normal physiological values for this ion.
For calcium, however, the "ccc" is 0.0125M or 12.5mM reflecting
its divalent nature. For aluminium, valency of 3, the "ccc"
is approximately 1mM. This explains why aluminium is used as a flocculant
in water treatment plants.
The reason why this is important in the mouth is that saliva, and
especially dental plaque fluid, contains quite large amounts of
calcium. Normally, the concentration of calcium in saliva does not
vary a great deal but it can fluctuate a lot in plaque fluid. Raised
calcium concentrations in plaque fluid will encourage bacteria to
aggregate and adhere more firmly to the tooth.
The DLVO theory predicts that this would happen, however it has
not been tested experimentally and the clinical significance is
not known...yet
Interestingly this also explains some observations made back in
the 1970s by oral microbiologists investigating bacterial adhesion
to teeth. Some researchers had noticed that the addition of small
amounts of calcium enhanced bacterial adhesion to surfaces in a
number of different assays. The amount often quited was 10mM which
is very close to the "ccc" for calcium (12.5mM). The hypothesis
widely held at the time was that calcium ions, being divalent, were
able to bridge the gap between two negatively charged surfaces.
This clearly was at odds with DLVO theory which predicts that the
two surfaces would not approach close enough for something on the
atomic scale to have such an effect. Nevertheless, this view still
prevails in some quarters.
What is clearly happening is that the addition of small amounts
of calcium are destabilising the bacteria being held in suspension.
A similar effect would have been achieved with 0.8M sodium chloride
but no one thought to try it until much later.
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Not to scale obviously! |
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| SUMMARY |
| 1. |
Most cells and biological surfaces are negatively
charged |
| 2. |
In a fluid environment the surface negative
charge attracts a layer of mobile counterions
(cations) which is known as the "Electrical
Double Layer" |
| 3. |
As bacteria approach a surface or another
cell the electric double layers begin to overlap
causing an electrostatic repulsive force |
| 4. |
As bacteria approach a surface they also experience
an attractive force known as van der Waals force |
| 5. |
The combination of these two forces dictates
how a bacterial cell adheres and is described
by the DLVO theory |
| 6. |
The DLVO theory predicts that in a solution
of physiological ionic strength bacterial cells
will be held about 10nm away from a surface and
will be unable to approach closer. |
| 7. |
The electrical double layer shrinks if the
ionic strength of the surrounding fluid is increased
which allows cells to get nearer to surfaces.
This is the reason why adding salt to a bacteria
suspension causes the cells to flocculate |
| 8. |
The stability of bacteria in suspension is
very sensitive to the valence of the counterion,
therefore, calcium has a greater effect on bacterial
adhesion than sodium. |
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