ATMOSPHERIC CIRCULATION; WEATHER SYSTEMS.

We are now ready to extend our understanding of air parcel and air mass movements to regional and global scales. As generalities: air moves along pressure gradients from conditions of high pressure to lower pressure; warm air rises, cold air sinks; movements of air are influenced also by the motion of the Earth itself, as well as other forces.

The dominant cause behind movement of air in near horizontal conditions is the pressure gradient. As seen in this diagram, if a high is next to a low and the rate of pressure drop, as indicated by the spacing of isobars (lines of equal pressure) of different values is fairly wide, the pressure gradient is small so that the wind moving towards the low moves more slowly than when the isobars are close-spaced (higher gradient and faster wind flow).

Pressure gradients between highs and lows for two cases: broad spacing - gentler winds; close-spacing p winds of higher velocity.

Lets switch to the last idea in the first paragraph: The Earth is spinning on its rotational axis at a rate approximating 1700 kilometers per hour (1062 mph. The speed diminishes poleward, going to just above zero immediately beyond the point where the axis can be imagined to emerge at the surface. This is indicated in the following diagram.
Speeds (in miles per hour) of points on the Earth's surface at the equator and at a mid-latitude position.
The differential velocities associated with the spin give rise to an effect on the air known as the Coriolis Force. Not a directly applied force as such, it nevertheless acts on moving air to deflect their paths in a systematic manner. As shown in the next figure, applicable to the northern hemisphere, air moving from a high pressure zone around the poles to lower pressures at the equator would move in a straight line if there were no rotation.

 But because of the rotation, the air moves to the right of its straight path as it moves equatorward. Think of it this way: As free flowing air just above the surface moves south over a short (finite) time span, the Earth underneath is moving counterclockwise; points to the west of the intended path, if non-rotational, move eastward as the motion progresses; at lower latitudes points further and further west move to meet the intended path; tracing this out over time yields a curving line that has an apparent deflection pathway to the right (this has an analogy of wind in a baseball stadium causing a fly ball to curve in response).

Air direction pathways in the northern hemisphere for non-rotating and rotating Earths.

Consider this diagram (about which more will be introduced later on this page). Blue arrows denote a possible straight line path. Red arrows indicate the Coriolus-induced deflections.These are to the right in the northern hemisphere and to the left in the southern hemisphere.

Coriolis effects on near surface wind directions in the nothern and southern hemisphere.

The reason for the reversal - right or left - is just the consequence of motion direction in the two hemispheres. This diagram explains that statement. Those in the southern hemisphere are in a sense upside down relative to those in the north so the perception of motions is reversed (the Moon is upside down when viewed in this hemisphere, as was learned for the first time by the writer during a visit to New Zealand).

Sense of rotational motion in the northern and southern hemispheres.
The basic idea behind the Coriolis effect is that the resultant wind direction is a product of two competing forces. In the diagram here, the Pressure Gradient Force (High to Low) is acting in a North-South direction and the Coriolis Force (not as strong) in a West to East direction. The Net Direction of Motion is the resultant of vector addition of the two forces in the previous sentence. 

Vector representation of force balance acting on wind flow from a high to a low pressure zone.

The next two diagrams further elucidate the Coriolis idea. In the top diagram, two forces are assumed to be acting on moving wind, a pressure gradient force (PGF) moving from higher to lower pressure states, and the Coriolis force (CF) in the northern hemisphere. The resultant curving path is shown in green.
Deflection of wind into a curved path emanating from a high.
In the diagram below, the situation around a high is again shown on the left (resultant wind is depicted as a tangential vector). The situation around a low is shown on the right.
A variant of the previous diagram showing the path directions around the low and the high.

Lets summarize this concept for both hemispheres:
Schematic representation of wind flow directions around highs and lows in each geographic hemisphere.

We'll consider at this point another idea depending on the Coriolis force. The Geostrophic Wind is a special case in which rising air reaches a condition of balanced forces such that the wind flow becomes parallel to an isobar - a line representing the lateral extent of air having the same pressure (analogous to a contour line on a topographic map [recall Section 10]). The first diagram is a simplified map of the forces involved relative to an isobar; the second diagram shows the changes in wind direction with height until the geostrophic condition is met. Geostrophic wind are real and do happen but most of the time winds are not parallel to isobars.

Representation of the geostrophic wind situation.
Development of the condition in which a geostrophic wind is produced.

Near the Earth's surface, friction of moving wind accross terrain or open water becomes a factor. Here the resultant wind direction is a vectorial sum of the PGF, CF, and FF (frictional force). At some altitude, where friction is nil, in this case a geostrophic wind has evolved.

Forces affecting the wind at the surface and at an altitude where pressure has decreased to 700 mb.

One cause of change in wind speed is that of unbalanced forces. In the diagram below, the PGF is strong enough to counter-influence the CF and FF such that the net wind experiences an acceleration. (In a storm wind changes directions and speeds frequently in different places and times owing to local variations in pressure gradients and friction in part because of obstructions and surface topographic fluctuations.)


Factors leading to changes in wind speeds.

Assuming the ideal case in which isobars are closed and circular, the patterns of wind flow around highs and lows appear in this diagram such as to cross a contour in near surface condition (where friction is effective) and to parallel the contour at some elevation owing to the geostrophic effect:
Differences in wind direction relative to isobars under surface and under winds aloft conditions
We are now ready to turn to vertical or upward motions of air. This diagram shows the general picture.
Upward and downward motions of air within and around lows and highs respectively.

In the diagram, the terms cyclone and anticyclone are introduced. For a cyclone, the winds circulate counterclockwise around a low. the air is warm at the surface so it rises in a column such that its winds spiral upward and cool adiabatically. The cyclone is associated with rain-making conditions. An anticyclone is developed where cold air aloft, being heavier and having a higher pressure, descends in spiraling motions to reach the surface as a pressure high.
The next diagram is an extension of this idea, establish a connection at higher altitudes between the low and high air masses that are adjacent. Around the surface low, air converges into the lower pressure zones. The rising air reaches some altitude(s) at which the air must then spill outwards as a divergence toward the upper region of the nearby high, where the flow is converging. That air, after moving downward will spread out (diverge) at the surface high locations.
Air circulation between high and low pressure air masses.

On any given day in a region, such as North America or, more restricted, the United States, surface highs (H) and lows (L) will have developed from differential heating and other cause in various areas of the land mass. Weather forecast maps (treated below) can just show the general areas where these occur, as indicated by positions the H or L's in the center of each mass. This is shown in the next figure for Tuesday, November 11, 2003, the day in which this page was written. Sometimes these weather maps (which may show major isobars at some specified altitude) are depicted such that the precipitation conditions are shown in a general way, either by color-code patches or by contours outlining the extent of the predicted or observed precipitation.

The U.S. weather map in terms of Highs and Lows, and expected precipitation, for November 11, 2003 (Veterans Day).