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June, 1925<br />
The leading manufacturers of pyrometric equipment<br />
are always ready to give advice and assistance<br />
in the installation and care of their apparatus — a<br />
courtesy which, because of the specialized nature of<br />
their product, is well worth accepting.<br />
CHAPTER V — THERMAL ANALYSIS*<br />
The critical points of steel may be studied, and the<br />
temperatures at which they occur determined, by observing<br />
any of the physical changes which take place<br />
at these points. Methods of observation which have<br />
been used with success include accurate measurement<br />
of changes of length and volume, change of electrical<br />
resistance, changes of thermo-electric effect with reference<br />
to another metal, changes of magnetic properties,<br />
etc.<br />
By far the most useful method has been by means<br />
of heating and cooling curves. This method, called<br />
"thermal analysis", is based on the fact that energy,<br />
in the form of heat, is either liberated or absorbed as<br />
a result of the atomic or molecular changes which take<br />
place at the critical points. The test piece or specimen,<br />
usually in the form of a small cylinder, is placed in a<br />
furnace whose temperature may be raised or lowered<br />
at a uniform rate. The temperature of the specimen<br />
will rise or fall uniformly with that of the furnace,<br />
except when passing through a critical point. The<br />
absorbtion or liberation of energy which occurs at<br />
such a pqint due to the change in physical state, tends<br />
to produce a rise or fall in the temperature of the piece,<br />
independent of that caused by the heating or cooling<br />
of the furnace. This results in a change in the rate<br />
of heating or cooling of the specimen. The change<br />
in rate, and the temperature at which it occurs, is observed<br />
by means of one or more thermocouples, by one<br />
of the methods described below.<br />
Time — Temperature Curves.<br />
The simplest method, but not the most accurate.<br />
consists in placing a thermocouple in contact with the<br />
specimen, during heating and cooling, and taking readings<br />
of temperature at regular intervals of time, such<br />
as every minute. Or, readings may be taken at regular<br />
temperature intervals, such as every 10 deg. C,<br />
and the time for successive readings after the first<br />
reading recorded. The intervals chosen will depend<br />
upon the circumstances of the test, but should be<br />
close enough to insure that no change is overlooked.<br />
The test is started at a temperature well below the<br />
lower critical point, the furnace is heated at a slow<br />
and uniform rate to somewhat above the upper critical<br />
point, and is then allowed to cool at about the same<br />
rate at which it was heated, until the lower critical<br />
point has been passed. The readings are plotted on<br />
cross section paper, with temperature on a vertical<br />
scale and time horizontally. The curve will resemble<br />
those in Figs. 67 and 68 of Chapter III. The thermocouple<br />
should be of small wire, and should have its<br />
hot junction inserted in a hole drilled in the specimen,<br />
so as to obtain the maximum sensitivity. The arrangement'is<br />
illustrated in Fig. 104.<br />
Inverse Rate Curve.<br />
Some of the critical points in the curve described<br />
above may not produce a very pronounced hump, or<br />
may show only a gentle change in the slope of the<br />
•References (8), (9) and (10).<br />
F<strong>org</strong>ing-Stamping-Heat Treating<br />
199<br />
line. This is especially the case with low carbon<br />
steels. The points may be brought out much more<br />
clearly by recording the actual intervals of time, in<br />
minutes or seconds, between each even temperature<br />
interval, and plotting these values on a horizontal<br />
scale, against temperature. This is called an "inverse<br />
rate" curve. Such a curve might also be constructed<br />
by plotting the successive changes in temperature in<br />
degrees, for each interval of time. Inverse rate curves<br />
should always be plotted when studying heating and<br />
cooling curves by the foregoing method.<br />
Difference Curves.<br />
Any change in the rate of heating or of cooling of<br />
the furnace in the time-temperature method (such as<br />
would result from a change in the voltage of the line<br />
supplying the furnace, the presence of drafts of air<br />
FIG. 103—Temperature-e.m.f. curve.<br />
around or through the furnace, etc.), would cause an<br />
irregularity in the rate of heating or cooling of the<br />
specimen, which might be mistaken for a critical point.<br />
Errors from this cause may, for the most part, be<br />
avoided by the "difference method". A piece having<br />
about the same size, shape and heat capacity' as the<br />
specimen under test, but consisting of a metal such<br />
as nickel, which has no critical point within the range<br />
of the test, is placed in the furnace close to the test<br />
piece. It is called the "neutral body" During heating<br />
and cooling, the temperature of the test piece and<br />
of the neutral body would rise and fall simultaneously,<br />
and would therefore be alike or nearly so, were it not<br />
for the critical points. When the test piece passes<br />
through a critical point, its rate of heating or cooling<br />
will differ from that of the neutral body, and this will<br />
cause a difference in temperature between them. The<br />
critical points may be studied by observing this difference.<br />
A difference in temperature between the neutral<br />
body and the test piece is readily detected by means<br />
of a thermocouple having its "hot" junction in contact<br />
with one and its "cold" junction in contact with the<br />
other. Which is which does not matter. This is<br />
called a "differential thermocouple", and its e.m.f. will<br />
be proportional to the difference in temperature between<br />
the two pieces. An ordinary thermocouple is<br />
used to measure the actual temperature of the test<br />
piece. Irregularities in the rate of heating or cooling<br />
of the furnace will affect both pieces alike, and will<br />
therefore not affect the difference in temperature be-