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Science Notes:
Energy Transformation
The definition
of energy as the ability to do work came from the 19th century as steam
engines and other work-producing machines were developed. The first engines
converted heat (thermal energy) into motion (dynamics). The science of
heat engines developed by Lord Kelvin in England and Joule and Clausius
in France founded the science of thermodynamics. They showed that two
rules always held when energy was used to produce motion or work. These
are called the two Laws of Thermodynamics. It was noticed that when engines
performed work, heat was always produced in addition to the work, and
that this represented wasted energy.
The Two
Laws of Thermodynamics
One of our observations about energy is that the total quantity of mass
and energy combined in the universe is always the same. Energy can change
forms and mass and energy may even change into each other, but the total
quantity remains the same. This fact is called the principle of Conservation
of Energy, or the First Law of Thermodynamics. For most reactions that
are studied here the total energy remains constant.
Conservation
of energy was an idea proposed by numerous people. Julius Robert Mayer,
a German physician, proposed in 1844 that energy was conserved by observing
physical processes involving heat and respiration, but with no quantitative
measurements. The first formal statement was in a paper by a young physicist,
Hermann von Helmholtz, in 1847. (Helmholtz is known as one of the greatest
physicists of the 19th century). Joule's experiments from 1843 and his
paper in 1849 publicizing his most precise experiments stimulated gradual
acceptance of the principle. However, it met with a lot of skepticism
early on because it seemed speculative. Even as late as 1858, William
Barton Rogers, the founder of Massachusetts Institute of Technology (MIT),
wrote to his friend that the principle of conservation of energy was "mysticism"!
This is an example of both the slow pace of science and of the fact that
great discoveries are often a leap of speculation, although based on observations.
The First
Law of Thermodynamics states that energy cannot be created or destroyed.
Simply stated: energy can change forms; mass and energy may even change
into each other (this happens only in special reactions within nuclei
of atoms) but the total energy in the universe remains constant.
The first
law says that you can convert energy into work, and into the simultaneous
production of heat. If the total energy is E to start with, and all of
it is spent doing an amount of work (W), with a production of heat (Q),
the First Law states:
E=W+Q
More correctly,
we are talking of the change of energy, work, and heat in a system. Using
the symbol " "
to denote the changes, the first law is written as:
Q
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+
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W
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=
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E
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non
useful work
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+
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work
done
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=
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change
in energy of the system
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heat
and noise
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+
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mechanical
energy
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=
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transformation
from chemical energy to mechanical energy
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Q1
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+
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W1
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=
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Q2+
E2
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|
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E1
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=
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E2
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All the
descriptions above are equivalent.
As
energy changes forms, the energy becomes more and more spread out and
inaccessible to us. For example, the energy that is stored in a compact
form within a gallon of gasoline in a car tank becomes transformed into
work in moving the car, and dissipated into the energy of the surrounding
air and road. As the molecules are heated they spread over a much larger
area. This energy, now spread out all over, is not destroyed but has become
dissipated and therefore unavailable for us to do more work with it. In
this process, matter (such as the heated molecules in the air surrounding
the car) has also become more disordered. These two facts combined are
known as the Second Law of Thermodynamics. This law states that the unavailable
energy in the universe increases, or equivalently, that the disorder (also
called entropy) in the universe increases (as energy is used).
The second
law then simply states that within each process of producing work, we
are increasing the unavailable energy and the disorder in the universe.
This means that even though the total energy in the universe is constant,
we are decreasing the "quality" of the energy. We are decreasing
the amount of available energy -- the energy that we can use to produce
work.
We cannot
harness all the energy coming out of a process of energy transformation.
We define efficiency as:
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Efficiency
N =
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work
done
energy spent
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or
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work
output
energy input
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| EXAMPLES
OF EFFICIENCY: |
| How
efficient is an automobile? In other words, how much of the energy
in the gasoline results in kinetic energy or energy of motion of the
automobile? |
| |
12%
if well maintained, 8-10% if not maintained |
| What
are the implications of this inefficiency? Of the 20 gallons you of
gasoline you put in your car, how much actually moves the car to your
destination? |
1.6-2.4
gallons
(the rest is transformed to waste heat and noise) |
| How
efficient is a coal-fired power plant? |
| |
transformation
by steam turbine:
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30-40%
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| How
efficient is a hydroelectric plant? |
| |
transformation
by water driven turbine:
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80%
|
| (the
difference from above is because no conversion to steam is involved) |
| How
efficient is a nuclear plant? |
| |
The
nuclear reaction is 90% efficient, however the same
combustion process (steam turbines) is used to generate electricity
as with the coal-fired plant, so: |
|
the net efficiency:
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30-40%
|
| How
efficient is the human body? |
| |
conversion
of the energy in the food to muscular movement and other kinds of
work:
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20%
efficient |
Based on
the First Law of Thermodynamics, we neither create nor destroy energy.
Whenever we say that we are producing energy, what we really mean is that
we are transforming energy from one form to another that is more usable.
Energy that is the result of work usually manifests as change in position
or as the motion of an object. Energy that is stored is called potential
energy -- energy that has the 'potential' to do work. A second form of
energy -- energy of motion -- is called kinetic (meaning "moving")
energy. Both kinetic and potential energy can be transformed into work.
Later in
this unit we present the physical basis of energy and work. Without going
into the details that will come then, let us discuss two transformations
of energy: a waterfall and a pendulum. Every gallon of water in the fall
has potential energy at the top of the waterfall by virtue of its position.
At the bottom of the waterfall, this gallon of water travels faster and
has gained kinetic energy at the expense of potential energy. As a pendulum
swings back and forth, the energy changes from potential energy at the
top position to kinetic energy at the lowest position and potential energy
again as it goes to the top. We will explain the deeper meanings of potential
and kinetic energy later in the unit.
We begin
by reviewing some fundamentals of physics and chemistry relevant to understanding
the basic principles of energy transformation. In particular, we focus
on concepts related to the fundamental aspects of energy: Matter, Force,
and Energy and the Fundamental Forces of Nature. Then we describe the
physics and chemistry of Measuring Energy, Work, and Power. Chemical reactions
and energy release are then described to understand more clearly how the
chemical combustion of fossil fuels produces the carbon dioxide and other
products that cause environmental problems.
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