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Enthalpy
Definition in Chemistry and Physics
by Anne Marie Helmenstine,
Ph.D.
Enthalpy is a thermodynamic property of a system.
It is the sum of the internal energy added to the product
of the pressure and volume of the system.
It reflects the capacity to do non-mechanical work and the
capacity to release heat.
Enthalpy is denoted as H; specific enthalpy
denoted as h. Common units used to express
enthalpy are the joule, calorie, or BTU (British Thermal Unit.)
Enthalpy in a throttling process is constant.
Change in enthalpy is calculated rather than enthalpy, in
part because total enthalpy of a system cannot be measured.
However, it is possible to measure the difference in
enthalpy between one state and another. Enthalpy change may be calculated under
conditions of constant pressure.
Enthalpy Formulas
H = E + PV
where H is enthalpy, E is internal energy of the system, P
is pressure, and V is volume
d H = T d S + P d V
What Is the Importance of Enthalpy?
· Measuring the change in enthalpy
allows us to determine whether a reaction was endothermic (absorbed heat,
positive change in enthalpy) or exothermic (released heat, negative change in
enthalpy.)
· It is used to calculate the heat of
reaction of a chemical process.
· Change in enthalpy is used to measure
heat flow in calorimetry.
· It is measured to evaluate
a throttling process or Joule-Thomson expansion.
· Enthalpy is used to calculate minimum
power for a compressor.
· Enthalpy change occurs during a
change in the state of matter.
· There are many other applications of
enthalpy in thermal engineering.
Example Change in Enthalpy
Calculation
You can use the heat of fusion of ice and heat of
vaporization of water to calculate the enthalpy change when ice melts into a
liquid and the liquid turns to a vapor.
The heat of fusion of
ice is 333 J/g (meaning 333 J is absorbed when 1 gram of ice melts.)
The heat of vaporization of liquid
water at 100°C is 2257 J/g.
Part A: Calculate the change in enthalpy, ΔH,
for these two processes.
H2O(s) → H2O(l);
ΔH = ?
H2O(l) → H2O(g); ΔH = ?
H2O(l) → H2O(g); ΔH = ?
Part B: Using the values you
calculated, find the number of grams of ice you can melt using 0.800 kJ of
heat.
Solution
A. The
heats of fusion and vaporization are in joules, so the first thing to do is
convert to kilojoules. Using the periodic table, we
know that 1 mole of water (H2O) is
18.02 g. Therefore:
fusion ΔH = 18.02 g x 333 J / 1 g
fusion ΔH = 6.00 x 103 J
fusion ΔH = 6.00 kJ
vaporization ΔH = 18.02 g x 2257 J / 1 g
vaporization ΔH = 4.07 x 104 J
vaporization ΔH = 40.7 kJ
fusion ΔH = 18.02 g x 333 J / 1 g
fusion ΔH = 6.00 x 103 J
fusion ΔH = 6.00 kJ
vaporization ΔH = 18.02 g x 2257 J / 1 g
vaporization ΔH = 4.07 x 104 J
vaporization ΔH = 40.7 kJ
So the completed thermochemical reactions are:
H2O(s) → H2O(l);
ΔH = +6.00 kJ
H2O(l) → H2O(g); ΔH = +40.7 kJ
H2O(l) → H2O(g); ΔH = +40.7 kJ
B. Now we know that:
1 mol H2O(s)
= 18.02 g H2O(s) ~ 6.00 kJ
Using this conversion factor:
0.800 kJ x 18.02 g ice / 6.00 kJ = 2.40 g ice melted
Using this conversion factor:
0.800 kJ x 18.02 g ice / 6.00 kJ = 2.40 g ice melted
Answer
A. H2O(s) → H2O(l);
ΔH = +6.00 kJ
H2O(l) → H2O(g);
ΔH = +40.7 kJ
B. 2.40 g ice melted
Anne Marie Helmenstine, Ph.D.
Introduction
Ph.D. in biomedical sciences from the University of
Tennessee at Knoxville - Oak Ridge National Laboratory.
Science educator with experience teaching chemistry,
biology, astronomy, and physics at the high school, college, and graduate
levels.
ThoughtCo and About Education chemistry expert since 2001.
Widely-published graphic artist, responsible for printable
periodic tables and other illustrations used in science.
Experience
Anne Helmenstine, Ph.D. has covered chemistry for
ThoughtCo and About Education since 2001, and other sciences since 2013. She
taught chemistry, biology, astronomy, and physics at the high school, college,
and graduate levels. She has worked as a research scientist and also
abstracting and indexing diverse scientific literature for the Department of
Energy.
In addition to her work as a science writer, Dr.
Helmenstine currently serves as a scientific consultant, specializing in
problems requiring an interdisciplinary approach. Previously, she worked
as a research scientist and college professor.
Education
Dr. Helmenstine holds a Ph.D. in biomedical sciences from
the University of Tennessee at Knoxville and a B.A. in physics and
mathematics with a minor in chemistry from Hastings College. In her
doctoral work, Dr. Helmenstine developed ultra-sensitive chemical detection and
medical diagnostic tests.
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