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An overview of atmospheric conditions, focusing on air masses, fronts, and associated weather patterns. Air masses are large volumes of air with uniform temperature and moisture, labeled by two-letter codes. the formation of air masses over specific regions, their impact on weather, and the corresponding weather types. Additionally, it discusses various types of fronts, their characteristics, and the resulting weather events.
Typology: Study notes
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List the 3 Airmasses that affect the Mid-Atlantic region (i.e. Virginia). Which season do they impact. What type of weather do they generate; 1 Airmass ___________ Season: ________________________ Weather Type: _______________
2 Airmass ___________ Season: ________________________ Weather Type: _______________
3 Airmass ___________ Season: ________________________ Weather Type: _______________
In the space provided, write the Front that best matches the description. A Cold front B Warm Front C Stationary Front D Occluded Front Description Front A front of air masses that moves either very slowly or not at all The front edge of a moving mass of cold air that pushes beneath a warmer airmass like a wedge The front edge of an advancing warm air mass that replaces colder air with warmer air A front that forms when a cold air mass overtakes a warm air mass and lifts the warm air mass off the ground and over the other airmass
At sea level pressure, air can hold 9 g H2O/cubic foot of air at 10 °C 17 g H2O/cubic foot of air at 20 °C 30 g H2O/cubic foot of air at 30 °C
When lifted, unsaturated air cools at a rate of 5.4 °F per 1,000 feet and the dew point temperature decreases at a rate of 1 °F per 1,000 feet. This results in a convergence of temperature and dew point at a rate of 4.4 °F. Apply the convergence rate to the reported temperature and dew point to determine the height of the cloud base. The process is as follows: Given Temperature (T) = 85 °F Given Dew point (DP) = 71 °F Given Convergence Rate (CR) = 4.4° T – DP = Temperature Dew Point Spread (TDS) = 14 °F TDS ÷ CR = 3. 3.18 × 1,000 feet = height of cloud base AGL 14 °F With an outside air temperature (OAT) of 85 °F at the surface, and dew point at the surface of 71 °F, the spread is 14°. Divide the temperature dew point spread by the convergence rate of 4.4 °F, and multiply by 1,000 to determine the approximate height of the cloud base.
Solve the following problem. What is the height of the cloud base at the airport when: T = 80 °F DP = 61 °F Convergence Rate (CR) = 4.5° TDS= T- DP = ________________________ TDS ÷ CR = ____________________ (TDS ÷ CR ) × 1,000 = ______________________________ feet AGL The height of the cloud base is ______________________ feet AGL. DEW & FROST On cool, calm nights, the temperature of the ground and objects on the surface can cause temperatures of the surrounding air to drop below the dew point. When this occurs, the moisture in the air condenses and deposits itself on the ground, buildings, and other objects like cars and aircraft. True of False:
Advection Fog Conditions Geographic Location Physics
Upslope Fog Conditions Geographic Location Physics
Steam Fog, or Sea Smoke Conditions Geographic Location Physics
For clouds to form, there must be adequate water vapor and condensation nuclei, as well as a method by which the air can be cooled. When the air cools and reaches its saturation point, the invisible water vapor changes into a visible state.
Cloud type is determined by its height, shape, and behavior. They are classified according to the height of their bases as low, middle, or high clouds, as well as clouds with vertical development.
A - —heaped or piled clouds B —formed in layers C —ringlets, fi brous clouds, also high level clouds above 20,000 feet D - —common base with separate vertical development, castle-like E - —lens shaped, formed over mountains in strong winds F - —rain-bearing clouds G —ragged or broken H - —meaning high, also middle level clouds existing at 5,000 to 20,000 feet