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CHAPTER 9 CHAPTER 9

Tides

Tides

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Chapter 9: Tides - Contents Chapter 9: Tides - Contents

Tide-Generating ForcesTide-Generating Forces

- Gravitational- Gravitational

- Centripetal- Centripetal

- Lunar vs Solar- Lunar vs Solar

Monthly Tidal CycleMonthly Tidal Cycle

- Terms & Definitions- Terms & Definitions

- Phases of the Moon- Phases of the Moon

- Spring vs Neap Tides- Spring vs Neap Tides

Ideal vs Real TidesIdeal vs Real Tides

- Complicating Factors- Complicating Factors

o Moon’s OrbitMoon’s Orbit

o DeclinationDeclination

o Elliptical OrbitsElliptical Orbits

- Tidal Cells & Patterns- Tidal Cells & Patterns

Tides in Coastal WatersTides in Coastal Waters

- Tidal Bores - Tidal Bores

- Whirlpools - Whirlpools

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Overview of Tides Overview of Tides

Rhythmic daily rise and fall of sea level Rhythmic daily rise and fall of sea level

Classified as regular shallow-water waves Classified as regular shallow-water waves

Very long wavelengths (thousands of kms) Very long wavelengths (thousands of kms)

Very long wave periods (12 Very long wave periods (12   24 hrs) 24 hrs)

Wave heights may surpass 50 feet Wave heights may surpass 50 feet

Caused by the gravitational attraction of the Sun, Caused by the gravitational attraction of the Sun, Moon, and Earth

Moon, and Earth

  F = F = G m G m

11

m m

2 (Newton’s Law of Universal Gravitation)2 (Newton’s Law of Universal Gravitation)

r r

22

  Sun is bigger, but moon is much closer Sun is bigger, but moon is much closer   Sun’s Sun’s tide-generating force on the Earth is only 46% of tide-generating force on the Earth is only 46% of

that of the Moon’s tide-generating force

that of the Moon’s tide-generating force

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Gravitational Forces (gravity) Gravitational Forces (gravity)

Centripetal Forces (motion) Centripetal Forces (motion)

  Combination Combination of the 2 produce a resultant force of the 2 produce a resultant force

Tide-Generating Forces Tide-Generating Forces

Barycenter between Moon and Earth

Common center of mass or balance point

Beneath Earth’s surface because of Earth’s

greater mass

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• Gravitational force

derived from Newton’s Law of Universal

Gravitation

– Every object that has mass in the universe is attracted to every other object.

Gravitational Forces

• Gravitational force proportional to product of masses

– Increase mass, increase force

• Inversely proportional to square of separation

distance

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Gravitational Force (Earth & Moon) Gravitational Force (Earth & Moon)

Every particle attracts every other particle Every particle attracts every other particle

The closer to the Moon, the more of a force The closer to the Moon, the more of a force

Zenith (Z) Zenith (Z)   point closest to Moon greatest point closest to Moon greatest gravitational attraction

gravitational attraction

Nadir (N) Nadir (N)   point farthest point farthest   least attraction least attraction

Different points on Earth have different

gravitational forces acting on them in

different

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Centripetal Force (Earth & Moon) Centripetal Force (Earth & Moon)

Center-seeking force Center-seeking force

Analogy Analogy   Swing a ball-on-a-string over your head Swing a ball-on-a-string over your head   string pulls ball string pulls ball toward your hand

toward your hand   string provides a centripetal force on ball forcing ball string provides a centripetal force on ball forcing ball to seek the center of its orbit

to seek the center of its orbit

Gravity (string) tethers Earth and Moon to each other Gravity (string) tethers Earth and Moon to each other

All points

experiencing the same

centripetal

force oriented in the same direction

(towards Moon)

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Tide-Generating Forces Tide-Generating Forces

Resultant force Resultant force (Net Force) = difference between (Net Force) = difference between centripetal and gravitational force

centripetal and gravitational force

  line from tip of red arrow to tip of black arrow (starting line from tip of red arrow to tip of black arrow (starting from the origin of both arrows)

from the origin of both arrows)

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• Resultant force has significant horizontal component

• Lunar bulges

– Result when force pushes water into two simultaneous bulges

• One toward Moon

• One away from Moon

Tide-Generating Forces

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• Solar bulges

• Similar to lunar bulges but less than half the size

• Moon closer to Earth, exerts greater gravitational force

Tidal Bulges (Solar)

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• Tidal period – time between high tides

• Flood tide (High Tide) – water moves toward shore

• Ebb tide (Low Tide) – water moves away from shore

• Tidal range – difference in distance between high & low tides

• Tidal bulges are fixed relative to the Sun’s and Moon’s positions

– Earth’s rotation moves different geographic locations into bulges

Earth’s Rotation and Tides

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Monthly Tidal Cycle

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• New (or No) Moon – Moon

between Earth and Sun, cannot be seen from Earth (bright

around the fringe)

• Full Moon – Moon and Sun opposite

• Quarter Moon – Moon appears half lit

• Waxing crescent – Moon

moving from new to first quarter

• Waxing gibbous – Moon

moving from first quarter to full

• Waning gibbous – Moon

moving from full to last quarter

• Waning crescent – Moon

moving from last quarter to new moon

Monthly Tidal Cycle

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• Spring tides

– New or full moons

– Tidal range greatest

– Syzygy

• Neap tides

– Quarter moons

– Tidal range least

– Quadrature

Monthly Tidal Cycle

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Idealized Tidal Bulges

Ideal Earth Ideal Earth   covered only by ocean covered only by ocean

  Two tidal bulges Two tidal bulges

  Two high tides, 12 hrs apart Two high tides, 12 hrs apart

  Two low tides, 12 hrs apart Two low tides, 12 hrs apart

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Complicating Factors: Moon’s Orbit Complicating Factors: Moon’s Orbit

Successive high tides are actually not exactly 12 hours apart Successive high tides are actually not exactly 12 hours apart   12 hours and 25 minutes

12 hours and 25 minutes   WHY? WHY?

Moon orbits Earth Moon orbits Earth   it takes 24 hours 50 minutes for observer to it takes 24 hours 50 minutes for observer to see subsequent Moons directly overhead (lunar day)

see subsequent Moons directly overhead (lunar day)

Solar day Solar day   24 hours 24 hours

Why the difference? Why the difference?

  Because during the Earth’s 24 hr rotating period, the moon has Because during the Earth’s 24 hr rotating period, the moon has moved an extra 12.2 degrees in its revolution around the Earth moved an extra 12.2 degrees in its revolution around the Earth  

Earth has to catch up (needs extra 50 min.) Earth has to catch up (needs extra 50 min.)

This is why high tides and low tides don’t occur at the same time This is why high tides and low tides don’t occur at the same time every day.

every day.

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Another Complicating Factor:

Another Complicating Factor: Declination Declination

Moon & Sun Moon & Sun   not always directly over equator not always directly over equator

Usually at an angle (tilt) Usually at an angle (tilt)   Declination Declination

Angular distances vary Angular distances vary

Sun to Earth: 23.5 Sun to Earth: 23.5

oo

N or S of equator N or S of equator

Moon to Earth: 28.5 Moon to Earth: 28.5

oo

N or S of equator (Moon’s N or S of equator (Moon’s orbit is tilted 5 degrees more wrt the ecliptic)

orbit is tilted 5 degrees more wrt the ecliptic)

Shifts lunar and solar bulges from equator Shifts lunar and solar bulges from equator

Unequal tides Unequal tides

Since the Moon affects tides more, the center of

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Declination Declination

Unequal tides Unequal tides   Unequal tidal ranges Unequal tidal ranges

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More Complicating Factors: Elliptical Orbits More Complicating Factors: Elliptical Orbits

Earth & Moon not always the same distance apart Earth & Moon not always the same distance apart

Earth & Sun not always the same distance apart Earth & Sun not always the same distance apart

Tidal range greatest at perihelion Tidal range greatest at perihelion (January 3) & perigee (January 3) & perigee

Tidal range least at aphelion Tidal range least at aphelion (July 4) & apogee (July 4) & apogee

Perigee–Apogee

cycle is ~ 27.5 days

(22)

Size comparison of Moon at Apogee and

Perigee

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(24)

Real Tides Real Tides

Earth not covered completely by ocean Earth not covered completely by ocean

Continents and friction with seafloor modify tidal Continents and friction with seafloor modify tidal bulges (turbulence & mixing)

bulges (turbulence & mixing)

Tidal bulges move as “forced” waves Tidal bulges move as “forced” waves

Tides are shallow water waves with speed Tides are shallow water waves with speed determined by depth of water

determined by depth of water

Tidal bulges cannot form (cannot keep up with Tidal bulges cannot form (cannot keep up with Earth’s rotation)

Earth’s rotation)

Instead they break up into distinct units

Instead they break up into distinct units cells cells

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Tidal Cells in World Oceans Tidal Cells in World Oceans

 Amphidromic point Amphidromic point   center of each cell center of each cell

  No tidal range at this point, but radiating No tidal range at this point, but radiating out from the center are Cotidal Lines

out from the center are Cotidal Lines

 Cotidal lines Cotidal lines

  lines which connect points where high tide lines which connect points where high tide occurs all at the same time

occurs all at the same time

 Tide wave rotates once in 12 hours Tide wave rotates once in 12 hours

 Counterclockwise in NH Counterclockwise in NH Clockwise in SH

Clockwise in SH

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(27)

Tidal Patterns Tidal Patterns

May be different for different places due to the various May be different for different places due to the various depths, sizes, and shapes of ocean basins

depths, sizes, and shapes of ocean basins

Diurnal Diurnal

One high tide/one low tide per day One high tide/one low tide per day

Semidiurnal Semidiurnal

Two high tides/two low tides per day Two high tides/two low tides per day

Tidal range about same Tidal range about same

Mixed Mixed

Two high tides/two low tides per day Two high tides/two low tides per day

Tidal range different Tidal range different

Most common

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Tidal Patterns

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• Bay of Fundy in Nova Scotia

– World’s largest tidal range

Tides in Coastal Waters

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Tidal Bores

– Tide-generated wall of water

– Moves up certain rivers (low gradient)

•Conditions needed for tidal bores

– Large spring tidal range of at least 6 m (20 ft) – Abrupt flood tide and short ebb tide phases – Low-lying river with seaward current

– Shallowing of landward sea floor – Narrowing of basin in upper reaches

Tides in Coastal Waters

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Tidal Bore in Nova Scotia

Tidal Bore in Nova Scotia

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(36)

• Rotary Current

– Current that accompanies the slowly turning tide crest in a Northern Hemisphere basin

– Rotates counterclockwise

• Reversing current

– Alternating current

– Moves in and out of narrow coastal passages

Coastal Tidal Currents

(37)

• Flood current

– Water rushes up a bay or river with incoming tide

• Ebb current

– Water drains from bay or river as tide goes out

• High slack water

– Peak of each high tide with no current motion

• Low slack water

– Peak of each low tide with no current motion

Coastal Tidal Currents

(38)

• Whirlpool

– Rapidly spinning seawater – Restricted

channel connecting two basins with different tidal cycles – Maelstrom near Arctic

Coastal Tidal Currents

(39)

Grunion Spawning Grunion Spawning ( ( March to September March to September ) )

So.Cal. & Baja Beaches

mixed tides

(40)

During spawning  a female grunion wiggles vertically into wet sand to deposit eggs

while males curl around her body, releasing milt

(sperm-containing semen of a male fish)  fertilizing the eggs.

(41)

Tidal Power Tidal Power

Tidal water trapped in bays Tidal water trapped in bays   released to turn released to turn turbines (like hydroelectric)

turbines (like hydroelectric)

Renewable resource Renewable resource

No fossil fuels or radioactive isotopes needed No fossil fuels or radioactive isotopes needed

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(43)

End of CHAPTER 9 End of CHAPTER 9

Tides

Tides

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