e2
square centimeter nprotein, assuming close packing of
circles representing the footprint area occupied by
each spherical protein molecule. (This is a small over-
protein
protein
Avogadro
=5.6×10 −7g
0.56 microgram
3. Due to differences in relative competitive affinity of
proteins for various surfaces, the amount of adsorp-
tion of each protein varies with surface chemistry. For
example, some surfaces have more adsorbed fibrin-
ogen and others more adsorbed albumin, and since
platelets bind only to fibrinogen, surfaces enriched in
4. Three methods to show the role of adsorbed proteins
are as follows.
a. If surfaces are preadsorbed with various purified
proteins, it is found that most inhibit cell adhe-
sion to the surface, but a few such as fibronectin,
b. Preadsorption with complex protein mixtures,
such as blood plasma selectively deficient in only
one protein, is a more physiologically relevant way
to show if a protein is contributing an important
c. Addition of antibodies specific to a given adhe-
sion protein or to its receptor to a cell suspen-
sion incubating with a biomaterial will result in
5. An increase in contact angle after exposure to pro-
tein-containing media can be explained by adsorp-
tion of protein if the adsorbed protein layer is less
wettable than the starting surface. For certain solid
proteins interact with water less strongly than the
starting Germanium oxide surface. Thus, while pro-
teins are much more wettable than polystyrene, they
evidently are not as wettable as some solid surfaces.
6. The irreversible, tight binding of proteins to surfaces
is due to the large size of protein molecules, so that
broken simultaneously is low, so multivalent bonding
results in strong bonding.
Note: Latour (2008) adds another way to look at this
issue. He notes that because of the large number of
contacts between functional groups of a protein and a
water molecule to be 0.5, the probability for all of the
functional groups of an adsorbed protein to dissociate
from the protein at the same time would be P = (0.5)n,
with n being the number of functional group contacts