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Ocean Tides

(2)

Tides result from gravitational attraction and

centrifugal effect.

• Gravity varies directly with mass, but inversely with distance. (Students! Add Equations from Page 262) • Although much smaller, the Moon exerts twice the

gravitational attraction and tide-generating force as the Sun.

– This is because the Moon is closer.

• Gravitational attraction pulls the ocean towards the Moon and Sun, creating two gravitational tidal bulges in the ocean (high tides).

(3)

Tidal Bulges

Figure 8-5a Gravitational Force

Figure 8-5b Centrifugal Force

Figure 8-5c Gravitational and Centrifugal Force

(4)

• For equilibrium tides, the latitude of the tidal

bulges is determined by the

declination

.

– Declination is the angle between Earth’s axis and the lunar and solar orbital plane.

Tidal Types Diurnal

Mixed

Semidiurnal

(5)

• There are three basic types of daily tides defined by their period and regularity:

diurnal tides (One high and low per day)

semidiurnal tides (two high/low tides of nearly equal level per day)

mixed tides (semidiurnal but two highs/lows are of very different heights during cycle)

• Over a month the daily tidal ranges vary

systematically with the cycle of the Moon, causing

spring (largest) and neap (smallest) tides.

(6)

• Tides have a wave form.

• They differ from other waves because they are caused by the interactions between the ocean, Sun and Moon.

Crest of the wave form is high tide and trough is low tide.

• The vertical difference between high tide and low tide is the tidal range.

Tidal period is the time between consecutive high or low tides

(7)

The Measurement

of Tides

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The Measurement of Tides

Figure 8-3a Diurnal Tide

(9)

• Spring tides occur

when:

– Earth, Moon and Sun are aligned in a straight line

– the tidal bulges display constructive

interference, producing high high tides and low low tides.

• Spring tides coincide with the new and full moon.

(10)

• Neap tides occur when:

– the Earth, Moon and Sun are aligned forming a

right angle

– tidal bulges display

destructive interference, producing low high tides and high low tides.

• Neap tides coincide with the first and last quarter moon.

(11)

• Earth on its axis and the Moon in its orbit both

revolve eastward.

– This causes the tides to occur 50 minutes later each day.

Essentially, the Earth rotates to the position it was in previously in 24 hours, but the moon has

(12)

• In the

dynamic model of tides

, movement

of tides across ocean basins is:

– deflected by the Coriolis effect

– blocked by continental landmasses

• The result is a

rotary

wave.

– Each day it completes:

(13)

The Dynamic Model of Tides

•As Earth rotates East to West, the tidal bulge is forced against the western edge of the basin.

•It piles up, and causes a pressure gradient.

•Water flows downslope and is deflected to the right by the Coriolis effect.

1

2

•Deflection causes water to build up against the southern edge of the basin.

•The resulting pressure gradient causes currents to reverse, and flow northward.

•Water is deflected toward the eastern side of the basin.

The effect is a rotary system, in which high and low tides occur on opposite sides of the basin.

The system rotates counterclockwise (in the Northern Hemisphere)

3

4

5

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The Dynamic Model of Tides

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(16)

• A rotary wave is part of an

amphidromic

system

(rotary standing wave).

(17)

Amphidromic Systems

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Cotidal lines

connect points on the rotary

wave that experience high tide at the same

time.

– Cotidal lines are not evenly spaced.

• This is because tides are shallow water waves and their speed (celerity) depends upon water depth.

Corange circles

are lines connecting points

that experience the same tidal range.

– The lines form irregular circles which are concentric about the node.

(19)

• Amphidromic systems rotate clockwise in the

southern hemisphere and counterclockwise in the northern hemisphere.

• Irregular coastlines distort the rotary motion.

• Actual tide expressed at any location is a composite of 65 different tidal components.

(20)

Global Amphidromic Systems for the Main

Lunar Component

(21)

Global Tidal Variations

(22)

In long and narrow basins tides cannot rotate

• Currents in these basins simply reverse direction between high and low tide.

– Cotidal and corange lines are nearly parallel to each other.

• Tidal ranges increase if a bay tapers landward because water is funneled towards the basin’s narrow end.

Tidal resonance occurs if the period of the basin is similar to the tidal period.

• Resonance can greatly enhance the tidal range. • Closed Basin (e.g. lake, ocean basin): T =

2l/(Squareroot(gd))sec

• Open (e.g. estuary) T = 4l/(Squareroot(gd))sec

(23)

Tides in Restricted Basins

Figure 8-13a Broad Basin

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(25)

8-4 Tidal Currents

(26)

• The movement of water towards and away from land with the tides generates tidal currents.

Flood current is the flow of water towards the land with the approaching high tide.

Ebb current is the flow of water away from the land with the approaching low tide.

• Offshore, the tidal currents inscribe a circular path over a complete tidal cycle.

• Nearshore, the tidal currents produce simple landward and then seaward currents.

(27)

• If we have a large bay connected to the

ocean by a narrow opening, electricity can

be generated from tidal currents if the tidal

range is greater than 5m.

• A dam is constructed across the opening.

• Water is allowed to flow into and out of the

bay, driving turbines and generating power.

(28)

Power from the Tides

Figure 8-17 Power from the Tides

References

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