Hurricanes and Typhoons

Extreme events like hurricanes cannot be predicted, and even the statistics are less certain because it is hard to define what constitutes a hurricane, a cyclone, or a typhoon. A useful definition is ACE (accumulated cyclone energy), an index which takes into account both the wind velocities and how long they persevere. The ACE value can be used to tell what is a hurricane and what is just a bad storm. Statistics are gathered for each region and year. Perhaps the most interest­ing are the data for the Atlantic region. In the 1970-1994 period, there were on average 8.6 tropical storms, 5 hurricanes, and 1.5 major hurricanes; and their average ACE value was only 70% of normal. By contrast, the period 1995-2004 had 13.6 tropical storms, 7.8 hurricanes, and 3.8 major hurricanes, with an aver­age ACE value 159% of normal [6]. In fact, only two years in that period, 1997 and 2002, had fewer hurricanes than normal, and those were El Nino years. It is well known that El Nino produces more severe storms in the Pacific but the oppo­site in the Atlantic.

Although these statistics show an increase in destructive storms, no direct cause-and-effect relation with global warming can be proved. Nonetheless, there are physical reasons why hurricanes arise, and these are being used in attempts to model hurricanes. When the sea surface temperature rises, more moisture is evaporated into the atmosphere. The water vapor has a greenhouse effect that increases the temperature further. The heated air rises, creating an upward flow of air. When the temperature reaches 26°C (79°F) locally, the air current is strong enough to create a hurricane. Whether this happens or not depends on the wind shear in the atmosphere. If the cross-winds are weak, the upward air currents become very strong in one place, seeded by some random fluctuation there. By Bernoulli’s Law, a flowing fluid has less pressure than one that is not moving. This is the same effect that causes a baseball to curve if given a spin such that the air flows on opposite sides of the ball are not equal. The incipient hurricane then has less pressure, and air flows into the column from all sides. The Coriolis force then causes the column to spin and develop into a cyclonic vortex. We described the Coriolis force briefly in Footnote 8. How this force causes winds and spins is interesting and often misunderstood, so we have added a detailed explanation in Box 1.2.

Tropical storms have a cooling effect on surface temperature. Evaporation of seawater cools the surface just as the evaporation of sweat cools our skin. Eventually, the moisture in the atmosphere condenses into rain, reversing the process and carrying the heat back into the ocean; and there is no net cooling. Storms, however, stir up the atmosphere so that this heat is carried up to higher altitudes, where it can be radiated into space before it comes back to earth. This may be a way for nature to stabilize the ocean’s temperature. Lightning-lit forest fires renew our forests by burning the undergrowth and allowing new trees to grow. Hurricanes and forest fires may be natural mechanisms that stabilize the present conditions on the planet. Both are catastrophic for mankind, but humans are only a minuscule part of life on earth.

Box 1.2 Why Do Northern Hurricanes Rotate Counter-Clockwise?

Hurricanes have been observed to rotate clockwise in the Southern Hemisphere and counter-clockwise in the Northern Hemisphere, and this has been attributed to the Coriolis force, illustrated in Fig. 1.23. The earth is shown rotating from west to east, causing the sun to rise in the east and set in the west. Several latitude lines are shown. Since these circles are smaller at higher latitudes, the ground speed of the rotation is highest at the equator and diminishes as one moves toward the poles. The atmosphere is dragged by the ground, and therefore the air has a different speed at each latitude, as shown by the lengths of the orange arrows at the left. Nothing happens until the air masses move north-south. Looking at the northern hemisphere in the left diagram, we see that if the air mass at the equator, say, moves northward from A to B, the large velocity of the air at A is brought into a region where the normal velocity is smaller. This motion is indi­cated by the wiggly blue arrows. The difference between the velocities is shown by the thick blue arrow. The people at latitude B, therefore, feel a wind blowing from west to east. The same happens in the Southern Hemisphere if the air moves south out of the tropics. Now suppose the air flow is toward the tropics, south­ward in the north and northward in the south. This is shown in the right diagram. Then the air masses move into regions where the normal velocity is larger. This slowing down of the normal speed appears as a wind going in the opposite direction, namely westward. This is shown by the thick blue arrows in the right diagram. The Coriolis force is the imaginary force that causes that wind.

Подпись: N image025 Подпись: E

Whether air moves north or south depends on other conditions, such as temperature or barometric pressure differences at different latitudes. It turns out that for latitudes between 30° and 60° N the motion is northward, as at B,

Fig. 1.23 Illustration of Coriolis force causing westerly (left) and easterly (right) winds

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Box 1.2 (continued)___________________________________________

giving rise to the Westerlies. These are the winds that cause the flight from New York (41° N) to Los Angeles to be an hour longer than the return trip. At lower latitudes, the N-S motion is toward the equator, driving an Easterly. These are the “trade winds” giving the Hawaiian Islands (21° N) their cool.

Now we finally come to hurricanes. The center of a hurricane is a low — pressure area, so air rushes inward. The air mass therefore moves in opposite directions on opposite sides of the eye. This is shown in Fig. 1.24. If this is in the Northern Hemisphere, the Coriolis force pushes the N-S flow toward the west, as shown by the thick blue arrows on the right side of Fig. 1.23. The S-N flow is pushed to the east, as in the left diagram of Fig. 1.23. The E and W flows, of course, do not have a Coriolis effect. The result is that the hurricane rotates counter-clockwise. A hurricane in the Southern Hemisphere would have the arrows reversed, thus causing hurricanes to rotate clockwise.

Is the Coriolis force large enough to do this? A typical hurricane has a diameter of about 500 km (300 miles). If it is located at a latitude of 20°, the difference in the earth’s rotation speed between the north and south edges of the hurricane turns out to be about 25 km (28 miles) per hour. This is prob­ably enough to start the rotation, which picks up speed as the hurricane grows. No, the direction of the swirl in a bathtub drain does not depend on hemisphere! A bathtub drain is 25 million times smaller than a hurricane!

All explanations of the Coriolis force assume a spinning object. How do we know the earth is rotating? If we look “down” to the earth from a synchro­nous satellite, it just sits there; nothing is moving. There is no friction against the vacuum of space to tell that the earth is rotating. Relative to what is it rotating? Actually, it is rotating relative to an inertial frame set by the sun and stars. We can tell that it is rotating because the centrifugal force is palpable. It gives a boost to satellites that are launched in the direction of rotation, which is why so many of them are launched near the equator, and so few have a polar orbit. If the frame of the earth and synchronous satellite were the only frame of reference, the satellite would fall directly down to earth.

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Fig. 1.24 The counter-clockwise torque on a northern hurricane