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)
305
and swell.While the generating wind blows, the
resultingwavesarereferredtoas‘sea’or‘seastate’.
When the winds stops or changes direction, waves
that continue on without relation to local winds are
called‘swell’.TheWMOgivethesedefinitionsas:
Windwaveorwindsea:
Wavesraisedbythewind
blowing in the immediate neighbourhood of an
observationsiteatthetimeofobservation.
Swell:Anysystemofwaterwaveswhichhasleft
its generating area (or observed when the wind
fieldthatgeneratedthewavesnolongerexists).
Waves are generated at a
broad spectrum of
frequenciesandseadoesnothaveaperiodassociated
withitonlyaheight.Incontrast,swelliscomposedof
gravity waves that have been generated elsewhere
and have propagated.Gravity waves experience
frequency dispersion, i.e. waves of different
frequencies travel at different speeds and swell
becomessorted
intowavesofdifferentfrequenciesas
it propagates away from the generating area, with
longperiodswellsarrivingfirst.
Theremaybeaheavy swellpresenteventhough
thewindsarelight.TheDSSwascreatedspecifically
to address this by treating sea and swell separately.
Bydefinitionswellis
notrelatedtothelocalwindand
itisthereforequiteincorrecttolinktheDouglas Sea
Scale Sea State 3 with the Douglas Sea Scale swell
description.
The Douglas Sea and Swell scale has 2
components:‘sea’and‘swell’whichbydefinitionare
independent variables. The Douglas Sea Scale is
reported as 2 numbers; the first referring to the
DouglasSeaState;andthesecondreportingtheswell.
ForexampleiftheDouglasSeaStateheightis1.25m
and the swell is described as short and heavy, then
the Douglas Sea Scale is 36. The WMO has adopted
theDouglas
SeaScale[4]forthereportingofseastate
bymarinersandrecommendsthattheterminologyis
usedin forecasts for shipping[5]. Unfortunately this
format is rarely used and typically only Sea State is
provided.
Douglas Sea Scale 3, as commonly referred to in
Charter Party Agreements, only refers to
the wind
generatedwaveheightandfrequentlyomitstheswell
component.Thelackofaquantifiedvalueforswell
then makes comparison with NWP problematic and
createsproblems for chartercompanieswho wishto
query warranty performance.NWP wave models
are spectral models which work by calculating the
total level
of wave energy in the ocean and then
assigningittoatwo‐dimensionalfrequency‐direction
domain(termedthewavespectrum)usedtodescribe
the average motion of the sea‐surface under waves.
Essentiallythespectrumdecomposesagivensea‐state
into a set of constituent sine waves, each with a
differentdirection,period(inverseoffrequency)and
amplitude(energy).Someofthesearedesignatedas
‘swell waves’ whilst others are designated as ‘wind
waves’.
There is one output parameter that combines sea
and swell that can be meaningfully compared to
observed wave heights. This is the Significant Wave
Height which
is a measure of combined ‘sea’ and
‘swell’andisdefinedasfourtimesthesquarerootof
thefirstmomentofthewavespectrum;thisiscloseto
the average height of the highest 1/3 of the waves
(andhasitsoriginsinMunk &Sverdrup1947[6])and
is
what shipborne observers are expected to report.
Measurements of Significant Wave Height are the
mainsourceofdataforwavemodelsandarederived
from remote sensing using space borne Synthetic
ApertureRadar(SAR)andaltimeters.Measurements
of Significant Wave Height from buoys are also
assimilatedandprovidegroundtruth.
Significant Wave Height therefore represents a
‘commoncurrency’ between observations and NWP.
Weather service providers commonly apply a
SignificantWaveHeightof2.0metresasequivalentto
aCharterPartyentryofDSS3.Howevertherehasnot
yetbeenadefinitiverulingonthisinArbitrationand
theuseof
DSSinCharter Partiescontinueswith the
swellpartomittedinmanycases.
Setting aside issues around height, the period of
theswellcanalsohaveabearingontheseakeepingof
the vessel and hence impact performance – if
successive waves strike the side of a vessel at the
samephaseofsuccessiverolls,relativelysmallwaves
can cause heavy rolling [7]. The IMO has published
algorithms and guidance for Masters for avoiding
dangeroussituations[8]whichcanreadilybeapplied
topredicttheimpactofswellonseakeepingandship
safety (covering reduction of intact stability,
synchronousrollingand
parametricroll,etc.).
5 ACCURACYOFNWP
Theanalysisandforecastsofsurfacewindaremature
andhavea high degree of reliability.For example,
Figure 3 verifies forecast windspeed against
windspeedobservedatmannedobservingstationsin
Europe where the observations are reliable.It
indicates a forecast accuracy of
+/‐ 1 knot at T+72
hours i.e. 3 days.Similarly the most skillful wave
analyseswhencomparedtobuoysareaccurateto+/‐
0.3metre.
Figure3:RMSErrorofECMWFforecastsof10mwindspeed
atT+48and72(Source:ECMWF)
NWPanalysesarebasedonobservationsandare
themostaccurate depiction of the conditions at that
time.Windanalysesarereadilyavailableat6hourly
intervals at 0000/0600/1200/1800UTC and waves at
0000/1200UTCdaily.Eachmodelcreates‘snapshots
ofreality’as3hourlyforecastsfromtheanalysisbase
time. NWP
models therefore have a temporal
granularityof3hoursandiftheshippositionreport