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Physical
Changes in State
Problems:
1. 72 grams of ice + 51 840 calories yield 72 grams of water vapor. How
many calories must be removed from water vapor to condense it back to ice?
2. If 1 gram of water at room temperature evaporates, about 600 calories
are taken from the surroundings to convert the liquid to a gas. How many
calories are `needed' to change 1001 grams of gas to a liquid?
3. If 50 grams of water vapor loses 36 000 calories in turning to ice,
how many calories would 1 gram of water vapor have to lose to be turned back
to ice?
Chemical
Changes in State
The molecular make-up (the specific arrangement of atoms) is changed,
resulting in new substances being formed and energy changes occurring
examples: oxidation - wooden splint burning --> heat, light, and
gases like CO2 and H2O being given off with carbon and
ashes left over electrolysis - splitting some compound (usually water)
by running an electric current through it .
Any chemical change that releases energy is EXOTHERMIC. examples:
oxidation, burning H2 in O2, body reactions, dissolving
Zn in HCI, mixing H2O and H2SO4
Any chemical change that absorbs energy is ENDOTHERMIC. examples:
photosynthesis and electrolysis
Exothermic
reactions
-
the amount of heat released is greater than the amount of heat used to start
the reaction
Endothermic reactions
- energy continues to be absorbed as long as the reaction continues
The chemical change involving splitting or forming water takes about S
times as many calories as the physical change of state. The reason is that
atoms (or molecules) are bonded together in a compound; the stronger the bond
the more energy holding the parts together, thus more energy required to break
these bonds. A physical change needs far less energy to overcome
intermolecular forces holding groups of molecules together. Much more energy
is needed to break bonds within molecules than to overcome the forces between
molecules.
Physical changes -> strength of
intermolecular forces increased or decreased
Chemical changes -> bonds formed or broken
Energy absorbed -> bonds broken or
intermolecular forces overcome
Energy released -> bonds formed or
intermolecular forces strengthened
Problems:
Tell whether each of the following is a chemical or physical change and
then add exothermic or endothermic for the chemical changes and energy
absorbed or released for each physical change.
1) dry ice vaporizes
Phase Change DiagramThis discussion deals with sublimation. This is the direct change of a solid to a gas. Examples to be discussed include the C02 fire extinguisher, moth balls (naphthalene), paradichlorobenzene, camphor, iodine.
Liquid
-
Solid Phase Change
This discussion deals with melting-freezing point. A complete
discussion of this concept using ice and heat units will be completed in
class. See
class discussion of ice cube. The addition of 1 calorie of heat to the ice
cube at 0° C does not cause a change in the temperature of the ice cube
though 1 calorie would change the temperature of 1 gram of water at 0° C. It
will take 80 calories just to melt the ice cube. That heat that is consumed in
melting the solid is converted into potential energy. Freely moving molecules
in liquids, with respect to intermolecular attraction, possess more energy
than similar molecules bound rigidly in solids at the same temperature. Remember
that temperature is a measure of the average kinetic energy only while heat
content is a measure of the total kinetic energy plus potential energy
possessed by that body. See
class examples of the heat energy needed to change ice at any temperature to
steam at any temperature.
The melting-freezing point is defined as the temperature at which the
solid and liquid phases are in equilibrium. This is the temperature at which a
change of state between the solid and liquid phase can occur. Some of the
solid will be melting and some of the liquid will be freezing. When
a solid is heated to its melting point, its atoms or molecules acquire enough
energy to shift the bonds holding them together so they form separate
clusters. This clustering in liquids is confirmed with X-ray studies but the
clusters are constantly shifting their arrangement unlike the permanent
arrangement in solids. When heat is added to a solid the temperature of the solid will increase till it reaches the melting-freezing point. It will remain there until all the solid has melted and only then can the temperature of the liquid rise according to its specific heat. Water
molecules at 0° C contain more energy than the ice molecules at 0° C , not
in the form of a faster more rapid motion but in the form of an ability to
resist the attractive forces tending to pull them together. Melting
points also depend on pressure (though not as much as boiling points.) Ice is
strange in that its melting point decreases with increasing pressure. Almost
all other materials show increasing melting points with greater pressures. The
pressure an ice skater exerts on the ice due to the small area of the skate
blade is usually enough to melt the ice creating a thin film of water that
acts as a lubricant. On unusually cold days the pressure may not be enough to
melt the ice and thus skating would be impossible.
Liquid
- Gas Phase Change
The change from a gas to la liquid is condensation. This is due
to cooling and/or a pressure change.
In liquids, the energy of the particles is raised by adding heat. When
some molecules have enough K.E. they break away from the liquid surface and
become vapor.
If the temperature falls, there is a decrease in the energy of the
moving molecules and the liquid may eventually freeze to the solid phase.
Process of EVAPORATION: Molecules that have enough energy of
motion (K.E.) break free from intermolecular forces and escape into the air as
vapor. Some may return to the liquid is their energy is lost to other atoms.
The liquid surface left behind is cooled. In evaporation the molecules
that escape are the ones with the greatest velocity (heat) thus the average
velocity and K.E. of the remaining particles is reduced. This results in
cooling effects. Heat must be absorbed from the surroundings to continue the
evaporation process.
Adding heat increases evaporation because the VAPOR PRESSURE is
increased. This is the pressure exerted by the vapor (gas) of a substance when
it is in equilibrium with liquid or solid phase. The system is in equilibrium
when the rate of evaporation equals the rate of condensation.
The temperature at which the liquid's vapor pressure is equal to outside
(atmospheric) pressure is that liquid's BOILING POINT. At this
temperature the pressure of the vapor escaping from liquid equals the outside
pressure.
When the vapor pressure equals outside pressure bubbles of vapor form
and push through to the surface. As they move into the gas phase we say this
is boiling. Conduction of heat creates the gas, which rises because it is less
dense than the liquid, as it strives for equilibrium.
The boiling point varies with atmospheric pressure. In mountains, the
boiling point is below 100°C because the pressure of the atmosphere is less.
Cooking requires longer times at high altitudes because of low boiling
point
Pressure cookers make food cook more rapidly because the foods can be
heated above the normal boiling point without actually boiling.
Intermolecular
Forces and Latent Heat
if we heat a mixture of ice and water, we find that no matter how much
heat is transferred to the mixture, the temperature remains at 0° C until the
last of the ice is melted. Only after all the ice is melted is heat converted
into kinetic energy, and only then can the temperature of the water begin to
rise. Experiment shows that 80 calories of heat must be absorbed from the
outside world in order that 1 gram of ice might be melted, and that no
temperature rise takes place in the process. The ice at 0° C is changed to
water at 0° C.
But if the heat gained by the ice is not converted into molecular
kinetic energy, what does happen to it? If the Law of Conservation of Energy
is valid, we know it cannot simply disappear.
The water molecules in ice are bound together by strong attractive
forces that keep the substance a rigid solid. In order to convert the ice to
liquid water (in which the molecules, as in all liquids, are free of mutual
bonds to the extent of being able to slip and slide over, under, and beside
each other) those forces must be countered. As the ice melts, the energy of
heat is consumed in countering those intermolecular forces. The water
molecules contain more energy than the ice molecules at the same temperature,
not in the form of a more rapid motion or vibration but in the form of an
ability to resist the attractive forces tending to pull them rigidly together. The Law of Conservation of Energy requires that the
energy change in freezing be the reverse of the energy change in melting. If
liquid water at 0° C is allowed to lose heat to the outside world, the
capacity to resist the attractive forces is lost, little by little. More and
more of the molecules lock rigidly into place, and the water freezes. The
amount of heat lost to the outside world in this process of freezing is 80
calories for each gram of ice formed. In short, 1 gram of ice at 0° C, absorbing 80
calories, melts to 1 gram of water at 0° C; and 1 gram of water at 0° C
giving off 80 calories, freezes to 1 gram of ice at 0° C.
The heat consumed in melting ice or any solid, is
converted into a sort of potential energy of molecules. Just as a rock at the
top of a cliff has, by virtue of its position with respect to gravitational
attraction more energy than a similar rock at the bottom of the cliff, so do
freely moving molecules in liquids, by virtue of their position with respect
to intermolecular attraction, possess more energy than similar molecules bound
rigidly in solids.
It is the kinetic and potential energies of the
molecules that together make up the internal energy that represents the heat
content. It is kinetic energy only that is measured by the temperature. By
changing the potential energy only, as in melting or freezing, the total heat
content is changed without changing the temperature.
In converting a gram of liquid water at 100° C to a
gram of steam at 100° C what remains of the intermolecular attractions must
be completely neutralized. Only then are molecules capable of displaying the
typical properties of gases ‑‑ that is, virtually independent
motion. In the earlier process of melting, only a minor portion of the
intermolecular attractive force was countered, and the major portion remains
to be dealt with. The latent heat of vaporization of water (the amount of heat
required to convert 1 gram of water at 100° C to 1 gram of steam at 100° C)
is 540 calories, almost seven times the earlier 80 calories needed in changing
ice to water.
The energy content of steam is thus surprisingly
high. 100 grams of water at 100° C can be made to yield 10 000 calories as it
cools to the freezing point. 100 grams of steam at 100° C can be made to give
up 54 000 calories merely by condensing it to water. The water produced can
then give up another 10 000 calories if it is cooled to the freezing point. It
is for this reason that steam engines are so useful and hot water engines
would never do as a substitute.
If we boil water in a kettle its temperature remains at 100° C, no
matter how fast we boil it, but we have to keep adding heat to keep it
boiling. Heat is absorbed by the molecules as they escape their liquid state
and become a gas. The amount of heat needed to pull apart liquid molecules is
called heat of vaporization (calories/gram). The heat of vaporization which a
molecule must absorb before it can become a gas molecule is released by it
when it cools again to liquid, as heat of condensation. Liquids with low
boiling points, such as alcohol or ether, chill the hand as the molecules pick
up their heat of vaporization and become a gas. The same is true for a glass
of water, it will be cooler than room temperature.
The kinetic molecular theory states that the kinetic energy depends on
heat energy, which can be measured as temperature. A thermometer in boiling
water and a thermometer in the vapor just above the boiling surface will read
the same; 100° C at sea level. Therefore the average kinetic energy of the
liquid molecules must be the same as the average kinetic energy of the gas
molecules above it. An average molecule in the liquid state will be moving as
fast as an average molecule in the gaseous state.
Gas particles move in a straight line until they collide with another
bit of matter, then they bound away in some other direction but always in a
straight line, and without losing any of their energy to friction in the
collision. The particles have perfect resilience. However, they will change
their kinetic energies in the familiar way of all normal matter, as, for
instance, do billiard balls. A slow‑moving particle hit from behind by a
fast one is speeded up, while the fast one is slowed down, but the sum total
of their kinetic energies remains the same. In the world of normal matter,
perfect elasticity is unknown, as there is friction between surfaces. Two
billiard balls when they collide will change each other's speed and direction
of motion, and they will also roll to a stop in a short time. The ultimate
particles of matter lose not a bit of their energies in collisions. They
simply exchange speeds. If two particles collide, their total heat before and
after is the same, but the originally slower particle after the collision is
traveling faster and is therefore hotter, while the formerly speedier particle
is now cooler and
moving more slowly that it was. Heat and molecular motion, according to
the theory, are two ways
of speaking about the same thing. |
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Page Last Updated: Friday March 02, 2007 Webmaster: Larry Jones Pickens County School District |