Describe the four types of atmospheric lifting and give typical geographic characteristics associated with each

What will be an ideal response?


Convergent lifting results when air flows toward an area of low pressure. Common in equatorial regions.
Convectional lifting happens when air is stimulated by local surface heating. Occurs where air from maritime sources passes over warmed land surface or even in urban heat islands.
Orographic lifting occurs when air is forced over a barrier such as a mountain range. Occurs in areas with large topographic relief.
Frontal lifting occurs as air is displaced upward along the leading edges of contrasting air masses. Occurs where air masses meet.

Environmental & Atmospheric Sciences

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Explain the formation of an extensional fault set that overprints earlier extensional faults formed during the same extensional phase.

What will be an ideal response?

Environmental & Atmospheric Sciences

Sometimes, horizontal transition zones exist in which great temperature differences occur across relatively short distances. These transition zones are called:

A) fronts. B) jet streams. C) anti-cyclones. D) inversions.

Environmental & Atmospheric Sciences

People living below Mt. Shasta should be concerned because of lahars and the tendency they have to flow down valleys.

Answer the following statement true (T) or false (F)

Environmental & Atmospheric Sciences

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

Environmental & Atmospheric Sciences