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Background on Atmospheric Moisture
Moisture and the Diurnal Temperature Cycle
Vertical Profiles of the Atmosphere
Lapse Rates
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Background on Atmospheric Moisture
We are constantly effected by the
moisture in our atmosphere. One of the obvious effects of
atmospheric moisture is something we see and feel, precipitation.
Other effects also relate to our comfort level, like humidity. Water
in out atmosphere exists in three different phases. Clouds,
snow, rain, fog, and haze are all made of some form of water.
The moisture content of the atmosphere is measured in many ways (all
discussed in lecture):
- Absolute
Humidity- The ratio of the mass of water vapor to the volume
occupied by a mixture of water vapor and dry air.
- Specific
Humidity- The mass of water vapor per unit mass of air,
including the water vapor.
- Mixing
Ratio- mass of water vapor/mass of dry air.
- Saturation
Mixing Ratio- mass of water vapor when a parcel is
saturated/mass of dry air in the parcel.
- Vapor
Pressure- Pressure of water vapor constituent of the atmosphere.
- Saturation
Vapor Pressure- The pressure of water vapor constituent when the
atmosphere is saturated.
- Relative
Humidity- Vapor Pressure/ Saturation vapor pressure.
- Dew
Point Temperature- The temperature at which air with the current
amount of vapor in it will become saturated.
We have to remember that there are only two ways of increasing the relative
humidity:
- Cooling the air so it becomes closer to the due point temperature
- Adding water vapor to the air
An air parcel with a large moisture content usually signifies the potential
for that parcel to produce a great amount of precipitation. Air with
a mixing ratio of 13 g/kg will likely rain a greater amount of
water than air with a mixing ratio of 6 g/kg. It is also noteworthy
that warmer air can also hold more moisture that colder air. For
example, if we had one parcel with a temperature of 27°F
and a dew point temperature of 21°F and a second
parcel with a temperature of 82°F and a dew point
temperature of 55°F, the second parcel would contain
more water than the first, however, the first would have a larger
relative humidity and be more likely to form precipitation.
Moisture and the Diurnal Temperature Cycle
Moisture in the atmosphere can affect the temperature itself through alternations
in radiative properties. We already discussed that water has a large
heat capacity, energy need to raise the temperature of 1 gram
of water 1°C. It turns out that the effect of water vapor heat capacity in the atmosphere
is significant and moisture usually has a moderating effect,
causing nights to be warmer and also causing days to be cooler.
For example, the average daily temperatures in dry Reno, Nevada are
72°F and 40°F, while the average daily temperatures
at Dayton, Ohio, a much more moist location at a similar latitude are
74°F and 53°F. A day with a higher dew point will
have a significantly smaller potential to become extremely hot than a
day with a low dew point.
Moisture also moderates annual temperatures, but not quite as clearly. Proximity to water has a much
larger effect on the amplitude of the seasonal temperature cycle than
the actual moisture content in the atmosphere.
So we know that moisture in different parts of the country is variable. Well
just like the way moisture can vary in this horizontal plane,
moisture is variable in the vertical. The vertical and horizontal
distribution of moisture play a large role in location of
precipitation. Moisture helps the atmosphere become more conducive to
convection by reducing the rate at which a parcel of air will cool as
it rises. This is due to condensation, which releases latent heat.
So, as the parcel rises, it naturally cools and expands as it becomes
lower in pressure. However, if a parcel of air is condensing water
vapor, forming clouds, the latent heat release will warm the parcel.
This warming of the parcel due to the release of latent heat is not
enough to prevent the parcel from cooling as it rises, however, it
will reduce the rate at which it cools.
Vertical Profiles of the Atmosphere
Vertical profiles of the atmosphere are
taken at 0000 UTC (7:00 am) and 1200 UTC (7:00 pm) at about 80
stations across the country and many more stations across the globe.
Weather balloons rise to over 50,000 feet and take measurements
of several meteorological variables using the radiosonde instrument attached to the balloon.
These variables include:
- Temperature
- Dew Point Temperature
- Wind
- Pressure
From these variables we can find the following:
- Saturation Mixing Ratio
- Mixing Ratio
From these profiles we can identify the cloud layers, the dry layers, the
inversions and much more.
To begin with we will examine the vertical profile (these are also called soundings) of the
atmosphere over Omaha, NE from 0000 UTC 23 May, 2004 (link at the right). This profile shows us the temperature
and dew point from the surface to 100mb (which happens to be at 16,420 meters above ground).
This graph is called a Skew-T Log-P graph because the temperature axis (x axis) is skewed
and the pressure axis (the vertical coordinate) is a logrithmic axis.
So what does this graph tell us?
- At the surface (the lowest level): T ~ 27°C and Td ~ 20°C
- When the balloon reached 850 mb (1402 meters above the ground): T ~ 16°C and Td ~ 15°C
Based on this we can say that the air at 850 mb was closer to saturation than the air at the surface.
- Between 800 and 750 mb, T = Td, the air is saturated and we can assume there is a cloud at this level.
- The tropopause is located at 200 mb (~12km)
- From 500mb (5710m, ~5.7km) to 400mb (7370m, ~7.4km) the Temperature drops about 13°C
this give that layer a lapse rate of 13°C / 1.7km
This last point brings us to our next question...Why does the temperature decrease with height?
Lapse Rates
A lapse rate is the rate at which the temperature decreases with height. The lapse rate we
just described in the sounding was an environmental lapse rate.
The environmental lapse rate is variable, it changes every day and at different heights.
Other lapse rates refer to parcels moving up and down in the atmosphere. We know that pressure decreases with height.
If we were to take a parcel that was 1000mb and raise it to 700mb it would expand, as it did the temperature would decrease. However, if we were to bring
that same parcel back down from 700mb to 1000mb the temperature would increase because the parcel would be compressed.
Before we discuss the next lapse rates we need to address Adiabatic Processes. An adiabatic process is a process in which no heat is
added to a system. In terms of a parcel rising/sinking, this means that no heat is exchanged between the parcel and the surrounding environment.
In otherwords, the parcel is cooling/warming purely because the pressure is changing. Recall the
the first law of thermodynamics
The rate that a parcel cools with height depends the moisture within that parcel.
- If a parcel is unsaturaded it rises/sinks adiabatically, so we can say it follows the Dry Adiabatic Lapse Rate
The DALR or Γd is a constant, 9.8°C/km
- If a parcel is saturated water vapor condenses as it rises and releases latent heat. This means that the parcel will not cool
as rapidly as an unsaturated parcel, it will cool at a rate that combines the DALR and warming from latent heat release.
The parcel will follow the Moist Adiabatic Lapse Rate.
The MALR or Γm is a constant around 6°C/km
So now we know something about the path a parcel would take if it were lifted, if it was dry it would follow the DARL, if it was saturated it would follow
the MARL. But how do you know when to switch from the dry to the moist lapse rate?
In order to find the height at which a parcel makes the switch from following the Dry ALR to the Moist ALR, we need to know the mixing ratio.
How do we get the mixing ratio?
On a SkewT all we need to know is the Dew Point Temperature to get the mixing ratio. The mixing ratio line that Td lies on is the actual mixing ratio.
Likewise, the mixing ratio line that the Temperature lies on is the saturation mixing ratio. These lines are also skewed with height.
So lets draw the path a parcel would take if it was lifted from the surface...
Start you parcel with the same characteristics as the surface, if your parcel is unsaturated draw a line upward following the dry adiabatic lapse rate from the surface temperature
until it hits the surface mixing ratio. This is the level at which the parcel will reach saturation, it is called the Lifting Condensation Level or LCL.
After this the parcel will follow the moist adiabatic lapse rate as it rises. Please following figure to help you.
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