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OceanWaves
Kinematic Viscosity of Sea
Water
Density of Fresh and Sea
Water
Distribution of Wind Speed
Wind Speed – Beaufort
Number
Wave Generation
 Of the momentum transformed from wind to
water 97% go to the surface layer producing
surface currents. The remaining energy is
transferred to water surface creating waves
 Gentle breeze creates ripples which provide
rough surface allowing wind to move water
 If the wind dies ripples disappear quickly
 If the wind continues, these are gradually
transformed to larger waves
Wave generation (contd.)
 Newly formed waves are generally short and
choppy providing a roughened water surface for
more energy to be transferred to water. These
waves are steep which slowly change to smooth
waves of larger length depending on steady wind
blowing over a long period over large body of
water.
Wave generation (contd.)
 The wave size depends on
Wind speed
wind direction
time that the wind blows
fetch (distance over which wind
blows in a constant direction)
Sea State
Wave generation (contd.)
 Waves break when height to length of wave ratio
reaches 1:7
 Ocean waves reach maximum size when these
can not accept more energy from wind. The sea
is then said to be fully developed (FDS) when it
can accept no more energy and thus waves
break. The energy supplied by the wind is equal to
the energy lost by breaking waves.
Wave generation (contd.)
 As sea develops wave length and speed increase
and slope reduces. Eventually waves travel out of
the wind area and these are called swells. Long
period swells travel long distances without loosing
energy (amplitude)
Waves in Shallow water
As deep water waves
move towards the coast
they come to shallow
water zone, become
shorter and slower and
steeper and ultimately
break. Deep water waves
move faster towards the
coast compared to the
waves in shallower
regions. This interaction
leads to the breaking
waves being parallel to
coastline irrespective of
wave direction in deep
water
Isobar (Surface Wave) elevation
(i) General
(ii) In deep water, h>>0 and z>= 0
(iii) In deep water on surface, z=0
Regular sine wave in
Deep water
   tkxtx a  ,
Regular Wave –
contours of equal pressure
   tkxetx
h
a  


 0
2
,
  ( )w
a
P H a f x dx

  
   iii
i
ai
i
i txktx   




cos,
11
 22
4
1
,
4
1
apak gEgE 
 2
2
1
2
a
pk
g
EE
E 











ii
i
ii
i
w
ai
w
ai ggE




 22
2
1
2
1
21
2
( )
i
i
ai
iS
 









21
( )
2
i aiS d   
0
( )n
nm S d   

 
0 2
0
0, ( ) (var )nFor n wehave m S d ianceof      

  
2 2
0
2, ( ) (var )nFor n wehave m S d ianceof  
    

  
4 2
0
4, ( ) (var )nFor n wehave m S d ianceof  
    

  
010/1
031
0
1.5
0.4
5.2
mh
mh
mh


So,
Average Wave Height: ĥ
Significant Wave Height (Average
of highest 1/3 wave heights): h⅓
Average of highest 1/10 wave hts:
h1/10
Effects of waves on ship
operation
 Motions – discomfort
 Slamming
 Green sea on board
 Speed loss
 Mechanical failure
 Instantaneous loss of stability
 Structural stresses and vibration
Ocean waves
Ocean waves

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Ocean waves

  • 3. Density of Fresh and Sea Water
  • 5. Wind Speed – Beaufort Number
  • 6. Wave Generation  Of the momentum transformed from wind to water 97% go to the surface layer producing surface currents. The remaining energy is transferred to water surface creating waves  Gentle breeze creates ripples which provide rough surface allowing wind to move water  If the wind dies ripples disappear quickly  If the wind continues, these are gradually transformed to larger waves
  • 7. Wave generation (contd.)  Newly formed waves are generally short and choppy providing a roughened water surface for more energy to be transferred to water. These waves are steep which slowly change to smooth waves of larger length depending on steady wind blowing over a long period over large body of water.
  • 8. Wave generation (contd.)  The wave size depends on Wind speed wind direction time that the wind blows fetch (distance over which wind blows in a constant direction)
  • 10. Wave generation (contd.)  Waves break when height to length of wave ratio reaches 1:7  Ocean waves reach maximum size when these can not accept more energy from wind. The sea is then said to be fully developed (FDS) when it can accept no more energy and thus waves break. The energy supplied by the wind is equal to the energy lost by breaking waves.
  • 11. Wave generation (contd.)  As sea develops wave length and speed increase and slope reduces. Eventually waves travel out of the wind area and these are called swells. Long period swells travel long distances without loosing energy (amplitude)
  • 12. Waves in Shallow water As deep water waves move towards the coast they come to shallow water zone, become shorter and slower and steeper and ultimately break. Deep water waves move faster towards the coast compared to the waves in shallower regions. This interaction leads to the breaking waves being parallel to coastline irrespective of wave direction in deep water
  • 13. Isobar (Surface Wave) elevation (i) General (ii) In deep water, h>>0 and z>= 0 (iii) In deep water on surface, z=0
  • 14. Regular sine wave in Deep water    tkxtx a  ,
  • 15. Regular Wave – contours of equal pressure    tkxetx h a      0 2 ,
  • 16.
  • 17.
  • 18.
  • 19.
  • 20.   ( )w a P H a f x dx    
  • 21.    iii i ai i i txktx        cos, 11  22 4 1 , 4 1 apak gEgE   2 2 1 2 a pk g EE E             ii i ii i w ai w ai ggE      22 2 1 2 1 21 2 ( ) i i ai iS           
  • 22. 21 ( ) 2 i aiS d   
  • 23.
  • 24. 0 ( )n nm S d       0 2 0 0, ( ) (var )nFor n wehave m S d ianceof           2 2 0 2, ( ) (var )nFor n wehave m S d ianceof            4 2 0 4, ( ) (var )nFor n wehave m S d ianceof           
  • 25. 010/1 031 0 1.5 0.4 5.2 mh mh mh   So, Average Wave Height: ĥ Significant Wave Height (Average of highest 1/3 wave heights): h⅓ Average of highest 1/10 wave hts: h1/10
  • 26.
  • 27. Effects of waves on ship operation  Motions – discomfort  Slamming  Green sea on board  Speed loss  Mechanical failure  Instantaneous loss of stability  Structural stresses and vibration