Chapter 7 States of Matter and Changes in State
The
melting
or
freezing point
is the temperature at which the solid and liquid coexist
in a mixture called a
melt
. The melt remains at equilibrium so long as no heat is added or
removed; the melting and freezing processes continue, but they occur at the same rate;
i.e.
,
the solid melts at the same rate as the li
quid freezes. Two processes that continue in
opposite directions at the same rate and involve
no net change in the system are said to be
in
dynamic equilibrium
. Almost all chemical processes reach dynamic equilibrium.
Dynamic equilibria are represented with double
arrows to indicate that the forward and
reverse processes continue at equilibrium. T
hus, the solid-liquid e
quilibrium is expressed
as solid
U
liquid.
The melting point is a measure of the therma
l energy required to overcome the forces
holding the particles in their fixed positions in
the solid,* so it is an indication of the
strength of those forces. We conclude that
substances with high melting points interact
strongly with one another.
For example, ionic compounds have high melting points
because the forces that must be overcome to
break down the solid structure are ionic
bonds, which are very strong interactions.
Temperature
Liquid Solid
Pressure
Solid
Liquid
(a)
(b)
Figure 7.14 Solid-liquid equilibrium The more dense phase is always above the pressure versus temperature line for the equilibr
ium. Increasing the pressure
freezes the substance in (a),
but it melts it in (b).
†
One theory holds that ice skating is
possible because ice melts when
pressure is applied. Consider that an ice cube that has just been removed from the freezer is not slippery, but it becomes so only after melting slightly. The slick surface is the result of a thin layer of water on the ice, not the ice itself. Thus,
the pressure that is exerted from
the force of a skater’s weight c
oncentrated on the thin blades
produces a pressure that is suffici
ent to melt the ice and produce the
thin layer of water, which makes the surface slippery.
* The forces between particles can be intermolecular forces or ionic or
covalent bonds.
The
heat of fusion
, Δ
Hfus
, is the amount of heat required to melt a substance at its
melting point. It is the potential energy difference between the solid and liquid states (Figure 7.13a). Heat added to a melt is used
to melt the solid, and as long as there is solid
present, there is no temperature rise,
i.e.
, the heat is used to increase the potential energies
of the molecules not their kinetic energies.
A solid can also be made to melt or a liquid made to freeze by pressure changes, but
large pressure changes are typically requi
red to produce small changes in the melting
point. The sign of the slope of the pressure versus temperature line (Figure 7.14) indicates the relative densities of the solid and liquid states because
increasing the pressure on an
equilibrium mixture involving different states
always moves the mixt
ure toward the more
dense state
. The solid is denser than the liquid
for most substances, so increasing the
pressure usually freezes the liquid to produce
the denser solid phase (Figure 7.14a).
However, the liquid is more dense than the solid in some compounds, such as water, so increasing the pressure of a solid-liquid mi
xture of these compounds causes the solid to
melt, producing the more dense liquid phase (Figure 7.14b).
†^
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North
Carolina
State
University