Vergelijking van berekende en gemeten scheepsbewegingen van Hr Ms Tydeman

TECHNISCHE HOGESCHOOL DELFT AFDELING DER MARITIEME TECHNIEK

LABORATORIUM VOOR SCHEEPSHYDROMECHANICA

VERGELIJKING VAN BEREKENDE EN GEMETEN

SCHEEPS-BEWEGINGEN VAN HR MS "TYDEMAN"

Prof. Ir. J. Gerritsma en Ing. A. Versluis

Rapportnr. 593-A

Delft University of Technology

Ship Hydromechanics Laboratory Mekelweg 2

2628 CD DELFT

The Netherlands Phone 015 -786882

7

Vergelijking van berekende enigemeten.schePbsbewpOngen;van-JirAs;ned,emann,34567, 9 0 i 2

In rapport nr 593: Waveand shipmotion measuremants, Hr Ms "Tydemanultrials 1982, zijn uitvoerige metingen van de scheepsbewegingen en van 2-dimensionale golfspectra

gerapPorteerd.

iIn dit rapport worden de bérOPOe.SqbeeP0eYeg-ingen,.gebruik.makend.van.de.gemeten

I

-12-dfmensionale golfspectra; vergeleken met de gemeten scheepsbewegingen.

1Dit;betreft significante maarden van het dompen, stampen, slingeren en verzetten. 1 ,

;Significante

gierbewegingen-zijn-wel-berekend-maar-deze-bewegingen-zijn-niet'ge:-,

imeten:

,

1De,2-dimensionale spectra iijn gemeten met bahulp van een WAVEC golfboei (Datawell)

1

idie.'naast het amplituden spectrum ook de golfrichting en de spreiding daarvan op

I

basis.van de golffrequentie leverde.

DeZé informatie is samengevat in de Figuren 54-87 van rapport nr..593.

In)teband daarmee is aanganomen dat de richtin6en spreiding steeds Voorgesteld

kan'worden door een consinus-kwadraat functie waarvan de spreiding overeenkomt met

deAemeten standaard deviatie.

Indit verband is het golfspectrum als volgt.gedefinieerd:

1-tw )

= S( w) .f(

) (1) ,5,(4)) - het amplitudenspectrum ) - de richtingen spreidingsfunctie :Dan geldt: ) = ,COS2 ( t:11'71 ) 1 1

pleze formulering voldoet aan de eis:

; _;,:. +. 3 ! -

f(

11.w ) d 11w =. . .:.rc._ 2 (2)

-1-Nu is;

A

Uit de-Tabellen blijkt-dat deterekendevaarden voor het!doMpen;!het stampen en

, . .

!het_verzetten vrij goed.met de metingen overeenkomen: de wortel uit het gemiddeld kwadraat van de verschillen bedraagt respectievelijk: 0,04 meter, -0,2 graden, 0,07 meter.

empJJe_vande_s]j _hetgeen .

waarschijnlijk.te_wijten.is aan.een te kleine.berekende slingerdemping.,

- 2

1De)^esultaten van de berekeningen in de vorm van significante waarden voor het dompen het stampen het verzetten het gieren en het slingeren zijn.samengevatrin

! delabellen la, b, c, d.

-Tevens zijn in deze tabellen, ter vergelijking,_ e overeenkomstige geMeten waarden opgenomen. 7)Ù1 2 2 uw_

.cos ()d

uw 4 b 2 IT3 rc 48 -of: b= 1,761,a

Voor elk van de gemeten golfspectra is het freqUentiegebied waarover.het

amplitude-spédtrum zich uitstrekt, verdeeld in 2 tot 4!frequentiegebieden waaro.ver de

ge-!middelde richting als cOnstant te beschouwen is. Voor elk van die.gebieden is de

!

!gemiddelde spreiding bepaald, zie Figuur 1 (= Figuur 67 rapport nr 598).

!Voor elk van deze frequentiegebieden zijn de functies f(uw ) _{volgens.bovenstaande} proOedure_bepaald.

-;

1tervolgens zijn met het programma PNTP de bewegingen van het schip in.deze sub-Ispédtra berekend en samengevoegd totderesponsie op het gehele golfspéctrum.

Tabel la

Gemeten en berekende scheeps-responsie

RUN 2 zy3 in aV3

degr.

Y al/3in TaY3

degr.

-(17'

degr.

aY3

Tay 3 m 1

0.35

1.58

0.25

2.03

1.49

2

0.49

1.15

0.33

0.53

2.88

RUN 3 1

0.53

1.54

0.36

1.46

1.41

2

0.45

1.06

0.34

0.52

2.66

RUN 5 1

0.36

1.68

0.15

0.74

1.33

2

0.32

1.24

0.14

0.29

1.05

RUN 6 1

0.43

1.69

0.22

0.77

1.39

2

0.43

1.27

0.25

0.38

1.45

RUN 7 1

0.47

1.51

0.32

1.22

1.30

2

0.48

0.98

0.35

0.45

2.17

RUN 8 1

0.41

1.45

0.29

1.33

1.32

2

0.44

0.94

0.34

0.50

2.60

RUN 9 1

0.39

1.55

0.22

0.97

1.07

2

0.35

1.14

0.23

0.30

2.01

RUN 10 1

0.53

1.56

0.36

1.20

1.62

2

0.50

1.12

0.39

0.60

2.44

Tabel lb

a.73 (WAVEC)

-6al/3 YalA 4).a./3 _c71/3

_a

za1/3

degr

m

degr.

degr.

RUN 12 1

0.43

1.80

0.20

0.70

1.90

2

0.44

1.91

0.20

_0.44

_0.89

RUN 14 1

0.71

1.73

0.44

1.33

_1.93

2

0.64

1.42

0.43

0.57

_3.05

RUN 16 1

0.47

1.85

0.31

1.61

_2.02

2

0.54

1.44

0.43

0.74

3.79

RUN 17 1

0.66

2.27

0.30

1.22

_2.25

2

0.62

1.96

0.38

0.58

_2.18

RUN 19 1

0.67

2.53

0.24

1.18

2.01

2

0.61

2.20

0.29

_0.57

_1.50

RUN 20 1

0.51

2.08

0.31

1.91

2.26

2

0.53

1.80

0.33

0.76

_4.02

RUN 21 1

1.11

2.02

0.82

3.77

2.54

2

0.97

1.77

0.80

0.75

4.32

RUN 22 1

0.97

1.81

0.73

3.65

2.38

2

0.88

1.38

0.73

0.97

4.59

RUN 23 1

0.60

1.39

0.41

2.95

2.75

2

0.70

2.15

0.53

1.31

4.98

RUN 24

Tabel lc

za73

-6-a/3 17a1/3 aYi a1/2 cay,

1

0.38

2.41

0.43

2.22

2.56

2

1.00

2.29

0.57

0.87

2.71

RUN 25 1

0.85

2.61

0.44

2.10

2.42

2

0.78

2.40

0.34

0.46

1.77

RUN 26 1

0.74

2.06

0.30

1.22

1.32

2

0.72

1.80

0.35

0.65

2.40

RUN 27 1

0.63

1.52

0.52

3.28

1.98

2

0.63

1.34

0.54

0.87

4.02

RUN 28 1

0.64

1.66

0.48

1.52

1.82

2

0.57

1.22

0.48

0.78

3.60

RUN 31 1

0.46

1.79

0.26

1.79

1.73

2

0.50

1.46

0.31

0.58

4.15

RUN 32 1

0.62

2.28

0.20

0.86

1.93

2

0.64

1.80

0.35

0.49

2.36

RUN 33 1

0.53

1.86

0.26

1.00

1.77

2

0.56

1.50

0.32

0.46

2.05

RUN 34 1

0.49

1.75

0.29

1.51

1.96

2

0.59

1.42

0.43

0.65

4.58

1 - gemeten

2 - berekend

Tabel id

RUN 35

zalA a'/3 Ya1/3 a1/3 (i) al/3 a.1/3

1

0.78

1.75

0.50

1.70

1.98

2

0.63

1.43

0.46

0.59

3.74

RUN 36 1

0.65

1.68

0.41

1.63

1.87

2

0.52

1.33

0.38

0.49

3.74

RUN 37 1

0.55

1.77

0.32

1.28

1.91

2

0.46

1.67

0.21

0.42

1.25

8.0E+04 cn am.÷04 o-s I-- 4. 0E+04 1-4 41 >-02 PE+04 a., -la 60

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Figure 4a. Typical seakeeping manoeuvre Vs;t 4 knots.

Idirection of predominant waves

of predominant

Figure 6. Wavec wave orbital following buoy.

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WAVDMP V1.0

WAVEC

_{HNMS Tyd.}

82-05-14 17:14

RUN 6 O Lt. 0 .2 .3

Ui

75 I

tho1

.2 .3 . 4 .5 FWQUENCY IN HZ 80

FULL RANGE

Hs

=

146

CM

Ts

=

519 SEC

Th0

= 228

DEG

SObh =

43

DEG UB

=U

Figure 59

FREQUENCY IN HZ cri 360 270 z 0 .0 o 120 Lt '111 S

Cu * 1.5E+04 0 )-4 I-- 1. 0E+04 5000 2.0E+04 SO SO 40

WAVDMP V1.0

WAVEC

HNMS Tyd.

82-05-14 17:51

RUN 7 S 0 .1 .a .3 .4 . FREQUENCY IN HZ 3S0 _L._ I 1 . .2 .3

,4

.5 FREQUENCY IN HZ

76

-FULL RANGE

UB

= U

Hs =

135

CM

Ts

=

5.7 SEC

Th0

=

225

DEG

SOloh =

41

DEG

... .

3.0E+04 *2.5E+04 * t)2.0E+04 1.5E+04 V.3 0E+04 rx z 5000 Li! GO

10

WAVDMP V1.0

WAVEC

HNMS Tyd.

82-05-14 18:27

RUN 8 . .2 .3 .4 .5 FREQUENCY IN HZ S.0 .1 .2 .3 .4 .5 FREGUENCY IN HZ 30

77

-\tiv\v\-/

_I_

_...1

FULL RANGE

Hs

=

139

CM

Is

=

5.8 SEC

Th0

= 231

DEG

SObh =

41

DEG UB

= U

Figure 61

380 o 270 o re 180 I-r.) S2

/-1 3.2E+04 F-1.5E+04 ii 1-1 1. 0E+04 Lt.1 z 5020 42 20

WAVDMA VI.0

WAVEC

HNMS Tyd.

82-05-14 19:05

RUN 9 .2 .3 .4 .5 FREGUENCY IN HZ

.

_{.. ..}

..

L 1

1_1

.0 .1 .2 .3 .4 .5 FRECiUENCY IN HZ

78

-FULL RANGE

Hs =

134

CM

Ts

=

5.7 SEC

Th0

= 224

DEG

SObh =

43

DEG UB

= U

350

Ld o 270 _oho 1-1 190

le 2.5E+04 ru r. u2 . 2E+04 1.5E+04 3-4 1.0E+04 )-Z 5220 3.0E+04 60 60 LI 40 '65 ₂₀

WAVDMP V1.0

WAVEC

HNMS Tyd.

82-05-15 08:21

RUN 10

79

-FULL RANGE

Hs =

168

CM

Ts

=

5.5 SEC

Th0

= 231

DEG

SObh =

45.

DEC UB

= U

s

_L._ L.__

Figure 63

le

FREQUENCY IN HZ .4 .5 360 tri (t$ *. o 5-4 o ISO

...

. t-s 30 L ; _{t I} .1 .2 .3 .4 .5 FREQUENCY IN HZ

ISO-80 sei-4

-

80

-NAVDMP V1.0

WAVEC

HNMS Tyd.

82-05-15 09:29

RUN 12 /-3.2E+04 Hs

=

197

CM 2.2E+04

Ts

=

5.9 SEC

Th0

= 241

DEG Z E+24

SObh =

40

DEG g 0I .2 .3 .4 . 5 UB .1

= U

FREQUENCY /N HZ 2CP.. 1 L__ 1 b.a .1 .3 .4 .5 FR:.WEMCY IN HZ

[t

ri\v,

jk\t/V

FULL RANGE

I s.eE-1-o4 *5.2E+04 u4.0E+04

.43.0E+04 0 1.4 ,--2.0E+04 / 0E+04 m 4.0E+04

WAVDMP V1.0

WAVEC

HNMS Tyd.

82-05-15 10:11

RUN 14 SO SO 40 20 S 0 .1.__.1

.2"..'"-"'"-.1.mr..srsJ

L____ .3 - .4 .5 FREQUENCY IN HZ 360

81

-0

SO S.0 .1 .2 .3 .4 .5 FREQUENCY IN HZ

FULL RANGE

Hs

=

198

CM

Ts

6 SEC

Th0

= 241

DEG

SObh =

44

DEG UB

= U

Figure 65

270 ISO

-6 .* 3 0E+04 ;

FULL RANGE

-i >--2. esi-o4 Hs

=

203

CM 1-t 1,1

Ts

=

5.9 SEC

>. 1 V17+04

Th0

= 235

DEG Lt1

SObh =

45

DEG 1

1

UB

= U

.1 .2 .3 .4 .5 FREQUE-2.1CY IN HZ E.0 .1 FREQUENCY IN HZ 60 40 20

WAVDMP VI.0

WAVEC

HNMS Tyd.

82-05-15 10:59

RUN 16

82

-00

.

1 .2 1 .3 1 .4 1.5 ct) .1.13 o !-4 360 270 160 92 e

7 o LAI 1 L._ .1 .-.) ' .3 FREENCY IN HZ 9.0E+04 L

e.o

."

.3 GC CO-4 i3

HAVDMP V1.0

HAVEC

HNMS Tyd.

82-05-15 12:37

RUN 17 V-FR,,glUENCY IN HZ L.__

,

Figure 67

FULL RANGE

Hs

23?

CM

Ts

6.2 SEC

Th0

233

EEG

SE/3h

43

DEG -.4 .5 UB L_ 1

,4

- .5 1.1 re. L-1 1E40 5 C3

...

*5.0E+04 Cu (14.0E+04 P-3.0E+04 t.1 1:712 . et,-444 0 z t. 0E+04

80-4 0.

WAVDMP V1.0

NAVEC

HNMS Tyd.

82-05-15 13:19

RUN 19 .2 .3 FREQUENCY IN HZ

_L._ L.

.1 .2 FREQUENCY IN HZ 84

FULL RANGE

Hs

=

227

CM

Ts

=

6.2 SEC

Th0

= 233

DEG

SObh =

46

DEC UB

=U

.4 .5 .4 .5 NA 320 tt 270 0.01 o 190

GO 40 20

WAVDMP V1.0

WAVEC

HNMS Tyd.

62-05-15 13:55

RUN 20 6.0E+04 0_{* 5.0E+04} ru )-cl 2.0E+04 ;---3.0E+04 i-I (ri ZZ 1-La

Ts

=

6.2 SEC

*

FULL RANGE

Q4.0E+04 x

Th0

= 236

DEC Hs

=

227

CM LA Z 1. OE +04 Li

SObh =

43

DEC UB

= U

6 0 .2 .3 .4 .5 FREQUENCY IN HZ L

0.a

.1 .2 .3 .4 .5 FREQUENCY IN HZ 60 . _s.

85

-Figure 69

360 270

_.

160 90

e.0E+04 ic6.ØE+04 E 1.) >-!-- 4 .0E+04 -1 02 0,7+04 360 130 90 5.0 .1 .2 .3 .4 FREQUENCY IN HZ 80

WAVDMP V1.0

WAVEC

HNMS Tyd.

82-05-15 15:52

RUN 21 .1 .2 .3 .4 .5 FREQUENCY IN HZ V_

86

-FULL RANGE

Hs

=

263

CM

Ts

=

6.6 SEC

Th0

= 238

DEC

SObh =

40

DEG UB

= U

270 _{% .} 60 40 20

:,

S.0E+04 90 .1 .2 .3 .4 .5 B.0 L._ I 1 .2 .3 .4 .5 FREQUENCY IN HZ 62 30 4 0 22

87

-WAVDMP V1.0

WAVEC

HNMS Tyd.

82-05-15 16:2?

RUN 22

tiN\V`

FULL RANGE

Hs =

249

CM

Ts

=

6.4 SEC

Th0

= 233

DEG

SObh =

42

DEG UB

= U

Figure 71

o t. o (.) ts1 H 330 270 ISO s. FREQUENCY IN HZ

..,,...

S. 0E+24 o a-4.0E+04 02 UF+P4 a: 8.0E+04 130

-

88

-WAVDMP V1.0

WAVEC

HNMS Tyd.

)11Ì\11 8 0 . __L__ 1 1 .2 .3 .4 .5 FREQUENCY IN HZ 3S0 270 11 .11 1 1 8.0 .2 .3 .4 FREQUENCY IN HZ (30 SO

82-05-15 17:01

RUN 23

FULL RANGE

Hs

=

270

CM

Ts

=

6.5 SEC

TI-i0

= 233

DEG

SObh =

41

DEG UB

=U

40 20

8.e.E.fe4 Cn S. ØE+24 1-4 F. 4 . 0E+04 F-1 Cn t52ZEKMLai' 7 '6(71?

89

-NAVDMP V1.0

NAVEC

HNMS Tyd.

.

1-____ 1 ---...4---1 .3 .4 .5 FREQUENCY IN HZ s. .0

0. o.

_.0 0 O. S 0 1 .1 .2 .3 .4 .5 FREQUENCY IN HZ

82-05-15 17:37

RUN 24

FULL RRNGE

Hs

=

257

CM

Is

=

6.7 SEC

Th0

= 239

DEG

SObh =

42

DEG UB

= U

Figure 73

*5.0E+04 Q4.0E4-24 I-3 u LE n2.0E+04 z1.0E+04 6.2E+04 3S2 P70 t a3 BO .1 .2 .3 .4 .5 FREQUENCY IN HZ 80 20 42 20

HAVDMP V1.0

WAVEC

HNMS Tyd.

82-05-15 18:12

RUN 25

90

-..

es.. L I I .1 2 . .2 .3 ..4 .5 FREQUENCY IN HZ

FULL RANGE

Hs

=

251

CM

is

=

6.6 SEC

Th0

= 239

DEG

SObh =

43

DEG UB

= U

S.0E+o4 *5.0E+04 "4.0E+04 )--2.eE+04 " 2. 0;7+04 Iii Li a.' 1 . 0E+04

360-40 20

HAVDMP V1.0

WAVEC

HNMS Tyd.

82-05-16 09:11

RUN 26 L_____J .1 .2 .3 .4 .5 FREQUENCY IN HZ

SO-

60 91 60

-' ..:4. .. . "S .._{. . .} L -1 .2 .3 .4 .5 FREQUENCY IN HZ

FULL RANGE

Hs

=

204

CM

Ts

=

6.8 SEC

Th0

= 274

DEG

SObh =

48

DEG UB

= U

Figure 75

4.0E+04 3S0 SO 40 20 8.0

WAVDMP V1.0

WAVEC

HNMS Tyd.

82-05-16 09:53

RUN 27

I.

92

-S 0 1 .2 .3

_J

.4 .5 FREQUENCY IN HZ SO

FULL RANGE

Hs

=

204

CM

Ts

=

6.6 SEC

Th0

= 268

DEG

SOloh =

48

DEC UB

= U

.2 .3 .4 .5 FREQUENCY IN HZ

*5.0E+04 °4.0E+04 --3.0E+04 1-1 2.0E+04 Ld I 0E+04 360 270 o 180 30

HAVDMP V1.0

WRVEC

HNMS Tyd.

82-05-16 11:30

RUN 28 a .1 .2 .3 .4 .5 FREQUENCY IN HZ . _s. *00

-

93 S.0 .1 .2 .3 L_____J. 4 . 5 FREQUENCY IN HZ BO L__

FULL RANGE

Hs

=

192

CM

Is

=

6.6 SEC

Th0

= 278

DEG

SObh =

50

DEG US

= U

Figure 77

S.0E+04 3 . 0E+04 (71

°2. 0E+04J I

Z _{t cE+o4} .1 2 .3 FRYQUENCY /N HZ 333 r 33 SOL 40 20.

NAVDMP V1.0

WAVEC

HNMS Tyd.

82-05-17 07:47

RUN 30

.

.

..

,) .?.. .3 FREQUECY IN HZ

\A./vA

94

-FULL RANGE

s

174

CM

Ts

7.4 SEC

Th0 =313

DEG

SObh

38

DEG UB U .4 .5 L_ __A .4 .5

*5.0E+04 o4.0E+04 1-4 1-3.M:+04 2.0E+04 :41.0E+04 6.0E+04 SO 40 20

WAVDMP V1.0

WAVEC

HNMS Tyd.

82-05-18 07:55

RUN 31

95

-.2 .3 . FREQUENCY IN HZ FREQUENCY IN HZ

FULL RRNGE

Hs

=

178

CM

Ts

=

6.2 SEC

Th0

= 312

DEG

SObh =

63

DEG UB

=B

Figure 79

2.0E+04 *5.0E+04 Q4.0E+04 hi 3.0E+04 " 2.2E+04 IX IA Z 1.0E+04 o 320-1.4 180 o 1-80 GO 40 20

WAVDMP V1.0

WAVEC

HNMS Tyd.

82-05-18 08:30

RUN 32 L 8 e .1 .2 .3 FREQUENCY IN HZ *.

96

-.60..110... .2 .3 FREQUENCY IN HZ

FULL RANGE

Hs

=

195

CM

Ts

=

6.3 SEC

Th0

= 316

DEG

SOloh =

64

DEG UB

=B

.4 .5 L._ _1 .4 .5

S.8E+24 *5.0E+04 04.0E+04 I-3.0E+04 )-4 2.0E+04 z ! .2E+04 3C0

\\

Lo

.1 .2J .3 .4 .5 FREQUt.NCY IN HZ 80

WAVDMA VI.0

WAVEC

HNMS Tyd.

82-05-18 09:22

RUN 33

97

-e

0. L__ .2 .3

,4

.5 FREGI.JENCY IN HZ

FULL RANGE

Hs

=

178

CM

Ts

=

6 SEC

Th0

= 289

DEG

SObh =

71

DEG UB

=B

Figure 81

S. 2E+24 * 5 .0E+04 ° 4 .P3E+04 3.0E+04 Ill 142.2E+04 >-1.7 X z I .0E+04

WAVDMP V1.0

WAVEC

HNMS Tyd.

82-05-18 09:59

RUN 34 8.0 . .2 .3 .4 .5 FREQUENCY IN HZ B.o _1.1 .2 .3

J

.5 FREQUENCY IN HZ

SO 93 SO

-.% 's o. .

FULL RANGE

Hs

196

CM

Ts

5.9 SEC

Th0

= 242

DEG

SOloh =

75

DEG UB

= B

380 270 1-4 o z 180 cc 90

*5.0E+04 5tc 04.0E+04 1-4 1-.3.0E+04 Cf) C3 0E+04 >-t.9 tz I . etF.-1-04 LI

WAVDMP V1.0

WAVEC

HNMS Tyd.

82-05-18 10:57

RUN 35 S.0 .1 . .3 FREQUENCY IN HZ L I

J

0.0 .1 .2 .3 .4 .5 FREQUENCY IN HZ Be 99

FULL RANGE

Hs

=

203

CM

Ts

=

5.8 SEC

Th0

= 216

DEG

SObh =

71

DEG UB

=B

Figure 83

363

L I 270 1-1 o 130

*2.5E+04 ° 2. 0E+04 1 . 3E+04 ct cl 1. 0E+04 z 3000 3.0E+04 80

r

WAVDMP V1.0

WAVEC

HNMS Tyd.

82-05-18 12:11

RUN 36

100

-Hs

=

191

CM

FULL RANGE

Ts

=

5.9 SEC

Th0

= 219

DEG

SOloh =

68

DEG UB

= B

1 .2 .3 .4 .5 FREQUENCY IN HZ

.

_L

./

.2 .3 .4 .5 FREQUENCY IN HZ 330 o 2?0 P.! o tt.1 /BO 50

4.0E+04 LA GO 40

WAVDMP V1.0

WAVEC

HNMS Tyd.

82-05-19 13:07

RUN 38 I -_L "---6---1 . 1 .2 .3 FREQUENCY IN HZ .2 .3 FRrQUP-NCY IN HZ 101

....

FULL RANGE

Hs =

171

CM

Ts

=

6 SEC

Th0

= 282

DEG

Sao h =

41

DEG UB

= U

Figure 85

.4 .5 .4 .5 300 P e-t o 270 tzi 182 90

102

-Cu I.5E+04 4.) 1-4 f"-- 1 CE+ 04 1-4 )-(7 _5ZCZ 4C

WAVDMP V1.0

WAVEC

HNMS Tyd.

82-05-20 12:41

RUN 39 2.2E+04 -S.471 1 1 .1 .4 .5 FREQUENCY IN HZ

FULL RANGE

Hs

=

102

CM

Ts

=

7 SEC

Th0

= 297

DEG

SObh =

40

DEG UB

= U

01 7 6 C. 36'0 27/C 180 1 0 .1 4 : .2 .3 FREQUENCY IN HZ . .4 .5

36'0 270 132 .

.

_{. .}

B.oL

.1 .2 .3 L___ FREQUENCY IN HZ [SO tn LI 40 22

J._

103

-WAVDMA V1.0

WAVEC

HNMS Tyd.

82-05-21 1248

RUN 40 1.0E+25 we.2E+24

Figure 87

'64.0E+24 1,12 . 2E+24 7 11\

FULL RANGE

HS

223

Ts

6.1

Th0

80

SObh =

33

L13 U CM SEC DEG DEC .o .2 .3 FREQUENCY IN HZ .4 .5