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Ocean Waves and Surf Forecasting - UCSBsweeney/g20/Waves_2_2006.pdf · Wave theory, propagation,...

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Ocean Waves and Surf Forecasting Stuart H. Sweeney Department of Geography University of California, Santa Barbara Winter 2006 Overview • Ocean regions • Global Circulation Patterns • Characterizing and describing ocean waves • Wave theory, propagation, and dispersion • Refraction, shadowing, and bathymetry • Wind and wave measurement • Forecasting Overview Overview • What are waves? OCEAN WAVES Characterizing and describing waves “…at the present day, understanding of the mechanism of wave formation and the way that waves travel across the ocean is by no means complete.” • models of idealized fluids • complexity of real ocean waves Characterizing and describing waves
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Page 1: Ocean Waves and Surf Forecasting - UCSBsweeney/g20/Waves_2_2006.pdf · Wave theory, propagation, and dispersion Wave speed, c c = L/T (variable depth) (deep water) [c=1.56T] g = 9.8

Ocean Waves and Surf Forecasting

Stuart H. SweeneyDepartment of GeographyUniversity of California, Santa Barbara

Winter 2006

Overview

• Ocean regions

• Global Circulation Patterns

• Characterizing and describing ocean waves

• Wave theory, propagation, and dispersion

• Refraction, shadowing, and bathymetry

• Wind and wave measurement

• Forecasting

Overview Overview

• What are waves?

OCEAN WAVES

Characterizing and describing waves

• “…at the present day, understanding of the mechanism of wave formation and the way that waves travel across the ocean is by no means complete.”

• models of idealized fluids

• complexity of real ocean waves

Characterizing and describing waves

Page 2: Ocean Waves and Surf Forecasting - UCSBsweeney/g20/Waves_2_2006.pdf · Wave theory, propagation, and dispersion Wave speed, c c = L/T (variable depth) (deep water) [c=1.56T] g = 9.8

Characterizing and describing waves

• Basic terminology

� T = period = time interval between two peaks passing a fixed point

� f = (1/T) = number of peaks passing a fixed point per second.

� L = wavelength

� H = wave height

Characterizing and describing waves

CDIP data

overlay

Characterizing and describing waves

CDIP data

overlay

Characterizing and describing waves

• What are waves?� Transfer a disturbance (energy) through material

� Material remains essentially stationary

� The wave form is relatively stable

� The disturbance moves at approximately a constant speed

• Wave types – surface waves� Ocean-atmosphere interaction

� Surface tension

Characterizing and describing waves Characterizing and describing waves

Page 3: Ocean Waves and Surf Forecasting - UCSBsweeney/g20/Waves_2_2006.pdf · Wave theory, propagation, and dispersion Wave speed, c c = L/T (variable depth) (deep water) [c=1.56T] g = 9.8

• Wind Waves� Wind Frictional Stress Energy

� Wave generation reaches maximum at wavelength (L) corresponding to a speed 1/3 that of wind speed. After that point transfer continues at decreasing rate.

� Fully developed sea: equilibrium state

- size and character of waves stop changing

- reality >> wave field

Characterizing and describing waves Characterizing and describing waves

• Wave field data

Source: http://cdip.ucsd.edu

0

50

100

150

200

250

22+ 22-18 18-16 16-14 14-12 12-10 10-8 8-6 6-

Period (T)

Ener

gy (i

n2 )

643684

Characterizing and describing waves

• Wave fields (by day)

Source: http://cdip.ucsd.edu

Characterizing and describing waves

• Directional spectrum and wave field

Source: http://cdip.ucsd.edu

Wave theory, propagation, and dispersion

Motion of water particles

� Surface: orbital diameter = wave height

� Diameter decreases exponentially with depth

� Zero displacement at depth = L/2

� With depth < L/2, orbital pattern is flattened

Page 4: Ocean Waves and Surf Forecasting - UCSBsweeney/g20/Waves_2_2006.pdf · Wave theory, propagation, and dispersion Wave speed, c c = L/T (variable depth) (deep water) [c=1.56T] g = 9.8

Wave theory, propagation, and dispersion

Wave speed, c

� c = L/T

� (variable depth)

� (deep water) [c=1.56T]

� g = 9.8 m s-2

Wave theory, propagation, and dispersion

Wave dispersion and sets

� “Those deep-water waves that have the greatest wavelengths and longest periods travel fastest, and thus are first to arrive in regions distant from the storm which generated them.”

� Radial Dispersion = waves separate based on differing speeds, c

� cg = c/2 if c1 c2.

� “Groupiness”: two wave trains in “phase” are a “set” or “group”

~~

Wave theory, propagation, and dispersion

Wave dispersion and sets

Wave theory, propagation, and dispersion

Swells (energy dispersion)

� Local waves and wind have little influence on the size and progress of swell waves.

� 90% of sea surface energy radiates out within 30-45 degree angle of wind direction.

� Circumferential Dispersion (Spreading loss): wave energy dispersed over increasing wave front.

� (recall: Radial Dispersion: Farther from the storm, more organized the wave energy)

Page 5: Ocean Waves and Surf Forecasting - UCSBsweeney/g20/Waves_2_2006.pdf · Wave theory, propagation, and dispersion Wave speed, c c = L/T (variable depth) (deep water) [c=1.56T] g = 9.8

Waves near storm

Waves far from storm

Refraction, shadowing, and bathymetry

Waves in shallow water

� As depth decreases,

- wave speed slows

- height and steepness increase

- period remains fixed

� Some wave energy lost to friction; energy is also focused (or defocused)

Refraction, shadowing, and bathymetry

Refraction

� Wave rays “turn” toward shallow water

-What is a wave ray?

� Concave refraction: If wave rays converge, energy focused, H increases

� Convex refraction:If wave rays diverge, energy diffused, H decreases

YZ

Snell’s law:

sin(Z) = sin(Y) x sqrt(d2/d1)

Page 6: Ocean Waves and Surf Forecasting - UCSBsweeney/g20/Waves_2_2006.pdf · Wave theory, propagation, and dispersion Wave speed, c c = L/T (variable depth) (deep water) [c=1.56T] g = 9.8

Refraction, shadowing, and bathymetry

Shadowing

� Wave energy blocked by islands

� Swell windows

Diffraction

� Change in direction and intensity of waves from fixed object.

Page 7: Ocean Waves and Surf Forecasting - UCSBsweeney/g20/Waves_2_2006.pdf · Wave theory, propagation, and dispersion Wave speed, c c = L/T (variable depth) (deep water) [c=1.56T] g = 9.8
Page 8: Ocean Waves and Surf Forecasting - UCSBsweeney/g20/Waves_2_2006.pdf · Wave theory, propagation, and dispersion Wave speed, c c = L/T (variable depth) (deep water) [c=1.56T] g = 9.8

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