Chapter 5

Cloud Development and Precipitation

1.    Cloud Development

a.     Convection (Figure 5.10a-5.13)

b.    Topographic uplift (Figure 5.10b, 5.14-5.16)

c.     Convergence (Figure 5.10c)

d.    Fronts (Figure 5.10d)

2.    Adiabatic Cooling and Warming

a.     Adiabatic - impassable to heat; involving neither loss nor acquisition of heat [f. Gr.a not + dia through + batoz passable].  A very useful concept in atmospheric sciences giving rise to the notion of an “air parcel” that is thermally distinct/isolated from its immediate environment.

b.    Dry (i.e., non-saturated) air cools at about 10°C/km as it rises. It warms at the same rate as it sinks.  This is called the dry adiabatic lapse rate (the rate of change of temperature with height; Figure 5.2, 5.3).

c.     In English units, the dry adiabatic lapse rate is equal to about 3°F/1000 ft.  Mt. Lemmon at 9000 ft is therefore about 21°F cooler than Tucson at 2000 ft [(9000 ft – 2000 ft) x 3 °F/1000 ft = 21°F].

d.    Moist (i.e., saturated, cloudy) air cools at about 6°C/km as it rises (Figure 5.6).  This is the moist adiabatic lapse rate.

e.    The environmental lapse rate is the actual change in temperature with altitude out in the atmosphere, e.g., the skew-T sounding.

3.    Atmospheric Stability

a.     Compare the environmental lapse rate to the adiabatic bench marks (dry or moist, depending on conditions).

                                                              i.      The atmosphere is stable if the environmental lapse rate is more positive than -10°C/km (Figure 5.3).  So a skew-T of -9°C/km would indicate a stable atmosphere. Note that Ahrens omitted the negative signs from all the lapse rates, e.g., 4°C/1000 m should read -4°C/1000 m, etc.

                                                            ii.      The atmosphere is unstable if the environmental lapse rate is more negative than -10°C/km .  So a skew-T of -11°C/km would indicate an unstable atmosphere.

4.    Precipitation Processes

a.     Warm clouds where only liquid water exists (warmer than about -15°C, i.e., many tropical and subtropical clouds, including some Tucson winter clouds).

                                                              i.      Collision and coalescence

·        Need to grow from CCN (0.1 mm diameter) to cloud droplets (10 mm diameter), which is easy; then to rain drops (1000 mm diameter), which is difficult (most clouds do not rain) (Fig 5.17).

·        Some how a larger than average cloud droplet grows and then falls through the cloud, colliding with the “average” 10 mm droplets; and most often coalescing into a much bigger droplet that falls even faster, colliding and coalescing with many more “average” droplets (Fig. 5.18, 5.19).

b.    Cold clouds (Bergeron or ice crystal process) where ice crystals can coexist (temporarily) with supercooled liquid droplets, i.e., about -20°C.

                                                              i.      In mixed phase clouds liquid droplets grow on CCN while ice crystals grow on ice nuclei (IN) (Figure 5.21, 5.22).

                                                            ii.      The vapor pressure exerted by the liquid droplets is higher than that exerted by the solid crystals (Figure 4.5) with the net result that vapor is “driven” from the droplets to the crystals, i.e., the ice crystals grow while the liquid droplets evaporate (Figure 5.22).

                                                          iii.      The growing crystals fall through the remaining cloud of liquid droplets, where they collide and instantly freeze the droplets thereby growing into much bigger ice crystals (snow flakes) (Figure 5.23).

5.    Some Types of Precipitation

a.     Freezing Rain (Figure 5.32)

b.    Snow crystals, graupel, etc.

c.     Hail (Figure 5.33-5.34)

6.    Precipitation Gauges

a.     Standard gauge (Figure 5.37)

b.    Tipping bucket (Figure 5.38; ASOS)

7.    Radar

a.     Radio detection and ranging

b.    Doppler radar (Figure 5.39, 5.40; NOAA NEXRAD WSR-88D; NWS, TUS Doppler radar)