Next one of the brutal breaks and changes of topic that will
periodically occur in this class. Now that we've learned about
the composition of the atmosphere we will be learning about some
of its other physical properties such as temperature, air
density, and air pressure. We'll also be interested in how they
change with altitude.
Before we can learn about
atmospheric pressure in particular, we
need to review
the terms mass and weight. In some textbooks you'll find mass
defined as "amount of stuff" or "amount of a particular
material." Other books will define mass as
inertia or as resistance to change in motion (this comes from Newton's
2nd law of motion, we'll cover that later in the semester). The
next picture
illustrates both definitions.
A Cadillac and a volkswagen
have both stalled in an intersection. Both cars are made of
steel. The Cadillac is larger and has more steel, more stuff,
more mass. The Cadillac would be much harder to get moving than
the VW, it has
a larger inertia (it would also be harder to slow down than the
Volkswagen once it is
moving).
As long as we're talking about cars, here's a picture of my
vehicle. It's a 1980 Toyota Celica.
Weight
is a force and depends on
both the mass of an object and the
strength of gravity. We tend to use
weight and mass
interchangeably
because we spend all our
lives on earth where gravity never changes. On the earth's
surface you determine the weight of an object by multiplying the
object's mass by g. As long as you're on the surface of the earth
g has a constant value; it's called the gravitational
acceleration.
I asked a question at
this point. I would say
the people that responded to the question were about evenly
divided. Equal numbers answered yes (the objects would have the
same weight) and no (the weights would be different).
To determine the weight
you multiply the mass by the gravitational
acceleration. Since all three objects have the same mass and g is
a constant you get the same weight for each object. Here was a
follow up question:
A student responded
that the two objects would have
different weights if they were on different planets.
That's
correct.
The example above looks
at bricks on the earth and the
moon. The value of the gravitational acceleration on the moon is
about 1/6th the value on the earth. The brick would weigh a lot
more than 5 pounds if you were to take it to Jupiter.
Here's a
little
more
information (not
covered in class)
about
what
determines
the value of the gravitational acceleration (Newton's
Law of Universal Gravitation).
Density is the next term we need to look at.
In
the first example there is more mass (more dots, which symbolize air
molecules) in the right box than
in the left box. Since the two volumes are equal the box at right
has higher density. Equal masses are squeezed into different
volumes in the bottom example. The box with smaller volume has
higher density.
Now we're ready to
define (and hopefully understand)
pressure.
It's a pretty important concept. A lot of what happens in the
atmosphere is caused by pressure differences. Pressure
differences cause wind. Large pressure difference (such as you
might find in a tornado or a hurricane) create powerful and destructive
storms.
The air
that
surrounds the earth has mass. Gravity pulls downward on the
atmosphere giving it weight. Galileo conducted (in the 1600s) a
simple
experiment
to
prove
that
air
has
weight. The experiment
wasn't mentioned
in class.
Atmospheric pressure is
determined by the weight of the air
overhead. This is 1 of 2 ways, a sort of large scale
representation,
of understanding air pressure.
Pressure is defined as force
divided by area. In the case of
atmospheric pressure the weight of a column of air divided by the area
at the bottom of the column (as illustrated above).
Under normal conditions a 1 inch by 1 inch column of air
stretching
from sea level to the top of the atmosphere will weigh 14.7
pounds. Normal
atmospheric
pressure at sea level
is 14.7 pounds per square inch (psi). These are the units you use
when you fill up
your
car or
bike
tires
with
air. A car usually takes around 30 psi, I put about 90 psi in the
thin tires on my bicycle.
This is where the steel bar
comes in. The steel bar also weighs exactly 14.7 pounds (many
people think it is heavier than that). Steel is a lot denser
than air, so a steel bar only needs to be
52 inches tall to have the same weight as an air column that is 100 or
200 miles tall.
14.7 psi is one weigh of expressing average sea level
pressure. Here are average sea level pressure values in different
units.
Typical sea level
pressure is 14.7 psi or about 1000 millibars
(the
units used by meterologists and the units that we will use in this
class most of the time) or about 30 inches of mercury (refers to
the reading on a mercury barometer).
We'll talk briefly about mercury barometers next week.
They're used to measure atmospheric pressure.
Mercury is more dense than steel and you only need a
30 inch
column of mercury to balance the weight of a column of air. And
that's basically what a mercury barometer does. It basically
balances the weight of a tall column of air with a shorter column of
mercury.
Here's a picture of a car I used to own. It's A
French Peugeot 404 (mine was in much worse condition than this
one). One of the first things I did after buying it was to fill
the tank with gasoline and to check the tire pressure. The scale
on the air compressor ran from 0 to 3 and it took me 15 or 20 minutes
to realize that it was calibrated in bars instead of psi. So I
put about 2 bars into each tire and proudly drove off.
One last figure, not shown in class.
Bar means pressure; you'll find it in millibars, barometer, and
isobars. Isobars are contours of pressure
drawn on weather maps.