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Simple Thermal Prediction Techniques
Techniques for predicting thermal depth and
trigger temperatures
© John Reynoldson 2005
| The following is a fairly simplified and brief explanation
of a very complicated topic. Readers are recommended to take a look at
"Meteorology for Glider Pilots" by Wallington, for more information.
If you've ever taken a ride in an open
cockpit aeroplane, I can guarantee that you'll have noticed that the air
temperature at altitude is usually not the same as that at ground level, and
no doubt realised as well why the old barn stormers wore their leather
caps and scarves! Lapse Rates
This is the rate at which air cools as it rises, as long as it doesn't mix with the surrounding atmosphere and providing that any water vapour within it doesn't condense. We call this the "Dry Adiabatic Lapse Rate" (DALR). If the balloon got high enough and cold enough, the water vapour within it would start to condense, and the air in the balloon would cool more slowly (this is because the process of condensation actually releases heat). The rate it will then cool at is about 1.5 degrees Celsius per 1000 ft. We call this the "Saturated Adiabatic Lapse Rate" (SALR). We've discussed a balloon containing this air, but the same principle holds for a "lump" or "parcel" of air of about the same temperature and pressure not contained in a balloon. While such a "parcel" of air will be mixing with other air at the edges, we can pretend for many purposes that it behaves a lot like it was in this loose, light balloon. StabilityIn general, a parcel of air will tend to rise if it's at a higher temperature than the surrounding air. If the Environmental Lapse Rate (ELR) is less than the DALR, then if you were to take a parcel of air at any altitude and lift it a bit, it would be at a lower temperature than the surrounding air, because it cools at a faster rate, so it would tend to sink back to the surface. This is a characteristic of stable conditions If the Environmental Lapse Rate (ELR) is the same as the DALR, then if you were to take a parcel of air at any altitude and lift it a bit, it would still be at the same temperature as the surrounding air, because it cools at the same rate. In these conditions, if you were to heat a parcel of air a bit, and let it go, it would still cool as it rose, but would maintain a temperature difference, so would continue rising steadily. We would describe the conditions as unstable. If the Environmental Lapse Rate (ELR) is greater than the DALR, then if you were to take a parcel of air a and lift it a bit, it would be at a higher temperature than the surrounding air, because it cools at a lower rate, so it would tend to rise very rapidly! We would rate this atmosphere very unstable indeed, and a layer like this is called superadiabatic. The very lowest part of the atmosphere at ground level is often superadiabatic. InsolationThe engine that heats the lower atmosphere is the Sun. Mostly it does not heat air directly, but passes directly though it (unless it's hazy or polluted), and heats the ground. The ground in turn, heats the air that touches it by conduction. Therefore, the atmosphere heats on a daily basis (and cools at night) from the bottom up. We call the heat available from the sun "insolation". The air that is warmed by the ground will tend to rise and/or be mixed with other air in the lower levels, and as a result, the ELR at lower levels will become more and more close to the DALR as the day goes on. We measure the insolation available from the Sun on a daily basis in units of "Thousands of Degree Feet". Lapse rate diagrams/tracesOften when soaring, we take send up a power plane in the morning to measure the ELR. The temperature is measured at 200-500ft intervals, and graphed as shown below. (you can download a PDF file with a preformatted grid for drawing your own temperature traces here) Inversions
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| The graph shown
opposite shows a rough relationship between the temperature difference
shown on the wet and dry bulb thermometer, and likely (or possible)
cloud base height. If this height is achieved by the thermal,
then cloud should form. An example is shown. The surface temperature is 36 degrees, the bulbs show a temperature difference of 12 degrees (ie: the wet bulb shows 24 degrees), so the estimated cloud base is about 7000ft above surface altitude. |
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| If you have
a hygrometer that displays the relative humidity directly, use the
graph on the right. Click on the graph for a larger version
you can save and print out.
This graph includes an allowance for the change in temperature and humidity during the day. The second copy of this graph (below) shows a worked example. We take a temperature measurement at 10am and it shows a current temperature of 22 degrees and a humidity of 40 percent. This is shown on the graph at point A. The forecast top temperature is 30 degrees, so we draw a line parallel to the thin lines on the graph until we intersect the 30 degree level. This represents the temperature/humidity level we might expect at peak temperature time. We then draw a line horizontally to find the approximate cloud base assuming that the air mass remains much the same and there is no inversion to stop thermal development to this level. You can expect the technique to give you an underestimate of the cloud base most of the time. Cheap electronic hydrometers are also accurate to only 5-10 percent, but are available for only about $AUD25. |
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| If we can get
a good idea of the ELR on a particular morning, and we have a good
idea of the likely conditions (clear or overcast), and the expected
maximum surface temperature for the day, we can usually make a guess
at the likely thermal height.
In the simplest example, we'll
assume no cloud is expected. Of course, this is an oversimplification. The example below shows the progression of heating over the day for the typical warming profile, with cloud formation taking place. |
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Partly adapted from Meteorology for Glider
Pilots.