c04 JWBS043-Rogers September 13, 2010 11:24 Printer Name: Yet to Come
DIFFERENTIAL SCANNING CALORIMETRY 67
and it will be little affected by small amounts of dissolved salts. Electrical circuitry
exists that permits one to supply heat to a dilute solution in an adiabatic (insulated)
calorimeter in very small pulses which may be regarded as infinitesimalsdq. We nor-
mally carry out the experiment at constant pressure, so the definition of heat capacity
at constant pressureCp=dqp/dTis satisfied. The gradual temperature rise over
many small pulses can be followed by means of a thermistor circuit or its equivalent.
If, instead of a dilute solution of simple salts, the calorimeter contains a solute
that is capable of undergoing athermal reaction, which is a reaction brought about
by heat, the heating curve is more complicated. Thermal reactions are important
in many areas, especially in biochemistry. Proteins undergo heat denaturation. Heat
denaturation involves unfolding of the native protein and requires breaking of some
or many of the bonds holding it in its native structure. Heat denaturation may be
quite specific as to the temperature at which it occurs, and it may bring about subtle
changes in the protein, like changes in physiological activity, or it may bring about
gross changes in the form of the protein as in the cooking of an egg.
Because heat denaturation involves breaking of internal bonds in the protein, it
requires an enthalpy input at constant pressure. The reaction isendoenthalpic.A
dilute solution of salt and protein takes more heat to bring about a small temperature
change than would the solution without the protein. The difference is observed only
at or near the temperature of denaturation. Thus we have a normal temperature rise
until denaturation begins, after which the heat capacity of the solution is abnormally
large until we achieve complete thermal denaturation whereupon the temperature rise
drops back to the normal baseline of a salt solution. PlottingCpas a function ofT,
we see a peak at the denaturation temperature. This is the upper line in Fig. 4.3. It
is a simple matter to interface a computer to the scanning calorimeter output and to
integrate under the experimental curve:
denH=
∫Tf
Ti
CpdT
Cp
T
FIGURE 4.3 Schematic diagram of the thermal denaturation of a water-soluble protein. The
straight line is the baseline of salt solution without protein. The peak is due to endoenthalpic
denaturation of the protein.