perhitungan rencana garis mt afdal mammar

8/16/2019 perhitungan Rencana Garis Mt Afdal Mammar

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DATA UKURAN UTAMA KAPAL

MT AFDAL MAMMAR

Type of ship = TANKER

Tonnages (GT) = 2701Tonnages (NT) = 1124

Tons (DWT) = -

LA = !"#4 $ "4 "!#"47%7 1#&!

L'' = !4#00 $ 0#"

= 1#02 $

* = 7#07 $

D + T = #00 $

, = 0#&"

$E./N /NDK = 2000 *'

R'$ = !00 Rp

s = 12#00 Kno3s = % +s

0#&00!


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A GARIS . MENENTUKAN LETAK LC

#1 Dengan enggna


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.!. M%nurut Diagra& NS

een3 pa;a g8afi< N.' pa;a ,p Disp5 = 06&" ;i;apa3 5e3a : L Disp56 ;iana L Disp5 = !4#!4

,p No# 8; >

0#70 A' 0#0

1 0#1

2 0#2!

83 g8afi< N.' % 0#

0#70> : L Disp5 4 0#&70#70> : !4#!40 0#!%

0#&%&% (Di ;epan f L Disp5) & 0#"2

7 0#"!

sp5


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%ngan #uas tia" s%$ti,n (A& 9 7%#&00 #2#1#

> Te8ha;ap A @s *asi5 @ *asi5 #2#2#

4 1 %#&! -10 -%7

7#%&0 4 2"#440 -" -2&4#"&0

20#&0! 2 41#21& -! -%2"#72!

%!00 4 147#200 -7 -160%0#400 #2#%#

4"#&!0 2 ""#%&0 -& -"&0&1#0!! 4 244#%2 - -16221#7&0

&7#712 2 1%#424 -4 -41#&"& 401#!&

72#12! 4 2!!#12 -% -!&#%& 0#1%112%"1"%

72#!&4 2 14#72! -2 -2"1#4&

7%#&00 4 2"4#400 -1 -2"4#400 #2#4#

Σ 2 -6472#!"&

7%#&00 2 147#200 0 -

72#!&4 4 2"1#4& 1 2"1#4&

72#!&4 2 14#72! 2 2"1#4&

72#12! 4 2!!#12 % !&#%&

70#&& 2 141#%12 4 &#24!&4#400 4 27#&00 162!!#000 #2##

#200 2 110#400 & &&2#400

40#4!0 4 1&1#"20 7 161%%#440

24#2!! 2 4!#7& ! %!!#&0!

"#&! 4 %!#272 " %44#44!

4 1 4 10 44

Σ 1 %60&4#704 Σ 3 6!74#72

#%#


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11/45

h = L Disp5 + 20

= !4#!40 + 20

= 4#242

o5e Disp5aeen3

Disp5 = 1+% : h : Σ 1

= 1+% : 4#242 : %60&4#704

= 46%%%#4"1

Le3a< L, N.'

L, N.' = Σ 2 Σ 3 : hΣ 1

0#1% = -6472#!"& 6!74#72 : 4#242

%60&4#704

= 0#&

Ko8e

o5 Disp5 A9a5

= 46%2#7"& - 46%%%#4"1 : 100>

4%2#7"&

= 0#0044% : 100 >

= 0#44% > 0#> ($eenhi)

'e8hi3ngan p8isa3i< ;epan (Bf) ;an


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%7#2! 062 0#07%

1170#24 06 0#1"

1!40 067 0#2

2%1#!4 1 0#%44

%"1#2 16 0#%2

144#&4 2 0#&""

&12%#2 26 0#!%2

&7!#"2 % 0#"22

7%2%#2 4 0#""

7%&0 1

7%%0#& & 0#""&

&!&!! 7 0#"%%

&24!#&4 76 0#!4"

2"1#!4 ! 0#71"

4070#0! !6 0#%

2&4"#& " 0#%&

1"%#&! "62 0#2&%

122"#12 "6 0#1&7

74#0! "67 0#07!

0@' 0

0

%72#!

11702#4

1!400

2%1!#4

%"1#2

144

&12%#2

&7!"#2

7%2%2

7%&00

7%%0#&

&!&&!#!

&24!

2"1!#4

40700#!

2&4"&

1"%!

122"1#2

740#!

0


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Tae5 Las 3iap se3ion 3e8ha;ap A en83 an Lae8en3

A = 7%#&00 2

No > Las Las .3a3ion@. *asi5

0 RD .3a3ion 3e8ha;ap A

A' 0#024 0#007 0#2 0#00%

0#07! 0#2 0#07% #%7% 1 #%7%

0#1&7 0# 0#1" 11#70% 0# #!2

0#2&% 0#7 0#20 1!#410 1 1!#410

0#%& 1 0#%44 2#%21 0#7 1!#""10#% 1# 0#%2 %"#1&0 2 7!#%20

0#71" 2 0#&"" 1#447 1 1#447

7 2# 0#!%2 &1#2%& 2 122#472

0#"%% % 0#"22 &7#!&0 1# 101#7"0

0#""& 4 0#"" 7%#2%" 4 2"2#"&

1 1#000 7%#&10 2 147#220

0#""! -

0#"4! & 0#""& 7%#%10 4 2"%#240

0#!7 7 0#"%% &!#&70 1# 10%#00

0#74& 7# 0#!4" &2#4!7 2 124#"74

0#!2 ! 0#71" 2#"20 1 2#"200#%! !# 0#% 40#710 2 !1#420

0#202 " 0#%&0 200 0#7 1"#!7

0#1! "#2 0#2&% 1"#%&0 1 1"#%&0

0#0! "# 0#1&7 12#%00 0# 0

0 "#7 0#07! #70 1 #70

@' 0#000 0 0#2 -

Σ 1 164"#27

1 h = Lpp + 10

= !4#00 + 10

= !#400

2 o5e Disp5aeen3 pa;a $ain 'a83

Disp5 = 1+% : L''+10

= 1+% : !#400

= 46%%!#&7& %

% Le3a< L, pa;a $ain 'a83

= Σ2 + Σ3:

h

Σ 1

= -164%7#21 16472#1!%

164"#27

= 0#1!"

4 'e8hi3ngan pa;a ,an3 'a83

N, :r Luas Stati,n Fs Hasi#

0 0 1 0

06 A' 0#004 4 0#014

A' 0#007 1 0#007

Σ 1 0#021

e8en3

Las .3a3ion Te8ha;ap A

0


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#%7% #%7%

11#702 ' = L, Disp5aeen3

1!#400 = 0#&%&%

2#%1! 7#7!4

%"#1 B = L, N.' 1"!

1#44& = 0#& 2

&1#2% 1.8075423 %#"&

&7#!" = 4.2113134 4#22"

7%#2%20.4292111 70#21

7%#&00 = 0#42"2 !2#47

7%#%0& 3 = %1#" "0#47

&!#&&" ""

&2#4!& "%%!

2#"1! "%%!

40#701 "%#!0%

2"& !!#014

1"#%7 77#7!

12#2"1 &2#&&0

#741 42#77&

0%1#74&

7!"#2!& 20#112

"#!&"

-

&,p

1-4,p


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e = L95 - Lpp

= 2

@ *asi5= !#&!00 - !4#000

2

- -0#01 = 0#!400

-4#7 -2#22 # o5e ,an3 'a83

-4# -2%%2 = 1+% : e

-4#2 -7!#24% = 1+% : 0#!400

-4 -7#"&% = 0#00&-%# -274#120 0#120 0# L, ,an3 'a83 Te8ha;ap A'

-% -14#%41 = Σ 2: e

-2# -%0!0 . 1

-2 -20%#!0 0#0%2 0#1 = 0#02!: 0#!400

-1 -2"2#"& 0#021

0 - = 1#120

Σ 2 -164%7#21 7# ?a8a< L, ,an3 'a83 3e8ha;ap f L''

1 2"%#240 = 1+2 : Lpp

2 20 = 1+2 : !4#00

2# %12#4% = 4%#120

% 1!#7&0 !# o5e Disp5aeen3 To3a5%# 2!4#"70 Disp5 3o3a5 = Disp5 $'

4 7"#00 = 46%%!#&7&

4#2 !2#2!0 = 46%%!#&!2

4# 27#&7 "# L, To3a5 3e8ha;ap f Lpp

4#7 27#%1% = (L, $ain pa83 : o5 $ain pa83)

0 - o5e Disp5a

2138 16472#1!% = 0#1!" : 46%%!#&7&

46%%!#&!2

= !21#!" 0#24

46%%!#&!2

= 0#1!"

.+.1 K,r%'si Hasi# P%r/itungan

: Σ 1 A Ko8e 06 >

:!#400 # Ko8e


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.+.1


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C. RENCANA ENTUK G

,#1 'e8hi3ngan esa8ny

n3< enghi3ng e

Depan (Bf)6 Diana

'a;a pe8hi3ngan pen

Da8i g8afi< La3sin s

:

: 0#021 $aAWL p =

=

: 100>=

,#2## Renana en3

'a;a A' =

($eenhi) No 8;

, A'

5 : 100> 1+2 A'

0

: 100>

,#2## e =

($eenhi)

=

=


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0#"

1#

====

2#1

2#2

2#4

2#

2#

2#&

2#7%%%%%

2#7%%%%%

2#7%%%%%

2#

2#4

2#2

1#!

1#2

0#"

0#&

0#%

0


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,#2#;# Las Ga8is Ai8 pa;a ,an3 'a83 (AWL ,')

AWL ,p = 2 : e : Σ 1 : 0#%%

= 2 : 0#!4 : "#00&

= 4#""2"2&4 2 1#&47&&712

,#2#e# Las To3a5 Ga8is Ai8 (AWL 3o3a5)

AWL 3o3a5 = Las $ain 'a83 Las ,an3 'a83

= 1604%#%&" 4#""2"2&4

= 104!#%&2 2

,#2#f# Ko8e

AWL A9a5

= 1604"#4 - 104!#%&2: 100>

104"#44&

= 0#0010 : 100>

= 0#10 > 0# > ($eenhi sya8a3)

HITUNGAN RADIUS ILGA

na

= 1#02 1+2 = 7#1

* = 7#07T #00

a = Rise of @5oo8

= 0#01 :

= 0#01 : 1#02

= 0#10

R = ?a8i - a8i i5ga

$ = Ti3i< psa3


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D#2#4# Las @,$

4#""2"2&4 = 1+2 : Las @G*,@

= 0#0 : 0#1!7

= 0#0"%

Las ?8ing $@G = α 1 / 360

Las @,G

= Las $@, - Las ?8ing $@G

= 0# R2 Tg a1 - a1 + %&0 : $R2

?a;i Las A,ED - Las A@*EDA = Las $@, - Las ?8ing $@G%"!& - %"" = 0# R2 Tg 4#7 -

0#1!7 = 0#7 R2 -

0#1!7 = 0#147 R2

R2 = 1#2&!&

R = 1#12&

E. MERENCANAKAN ENTUK :D; PLAN

1 $e8enana


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! #7&0

!# 4#4"0

" %#0%0

"#2 2#2!0

: MR2 "# 1#00

"#7 0#7&1

@' 0

E#2 'e8hi3ngan Ko8e


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= o5e $'

= 4%%!#&7%

= 4%%!#&7"

g# Ko8e


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#2"2 2#"20 F. PERHITU

4#071 40#710 @#1# 'e8hi3

2#&0 200 ,ha

1#"%& 1"#%&0 =

1#2%0 12#%00 =

0#7 #70 =

0 0 @#2# Tinggi

@#%# 'e8hi3

isp5aeen3 Renana o;y '5an 'a;a $ain 'a83 @#%#1#@. *asi5

0#2 0#002

1 #%7%

0# #!2

1 1!#410

0#7 1!#""1

2 7!#%20

1 1#447

2 122#472

1# 101#7"0

4 2"2#"&2 147#220

4 2"%#240 @#%#2#

1# 10%#00 @#%#%#

2 124#"74

1 2#"20

2 !1#420

0#7 1"#!7

1 1"#%&0

0# 0

1 #70

0#2 0#000Σ 14"#2&

pe8hi3ngan

: T : ,

1#02 : #00 : 0#&" @#4# ang

@#4#1#

'e8enanaan

Lpp + 10 : Σ 1

!4#00 + 10 : 14"#2&

o5e Disp5aeen3 Renana o;y '5an 'a;a ,an3 'a83

*asi5 @ *asi5

0#000 0 0

0#014 1 0#014

0#007 2 0#014

0.021 0#02!

L-L'')+2 @#4#2#

!#&!0 - !4#00 ) + 2

0#!40

e :

0#!40 : 0#021

To3a5


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o5e ,'

0#00&

n o5e Disp5aeen3 o;y '5an

nanaan A9a5 - o5e Disp5 To3a5 :100>

e Disp5 'e8enanaan

4%%!#&7" : 100>

06 >

% ,

Lp

06


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NGAN CHAMER< SHEER< DAN ANGUNAN ATAS

ngan ,hae8

e8

1 + 0 :

1 + 0 : 1#02

0#%004 = %00#4

59a8< = 1#0

ngan .hee8

agian 8i3an (e5a - %0 >) Lpp

'anang = 20> : Lpp

= 20> !4#00= 1! ;iai5 1!


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&62-)

02%

T:Lpp

A

% 762-):,

Lpp

060%


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.e;ang 3inggi 'oop De< 260 s + ; 264

en3< ;isesai - 1 >) Lpp

'anang = 10> : Lpp= 10> : !4#00

= !#4

Tinggi ;e< a


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;iai5 262 ;a8i ain ;e


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G#2 'e8hi3ngan Gaya .epa3 Ke;i

G#2#1# $en83 K/ 2001 o5# // (ha5# 14 - % .e##1#1)

,8 = 1%2 : A :

T(2)

Diana

A = Aspe< Ra3io h2 + A

= %#42" 2 + 7#%0 =

= Keepa3an ;inas


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WO

3en3ang Gaya Ke;i a;a5ah

2 : K1 : K2 : K% : K3 (N)

1#& Wy

= 12#00

'e8en

a5 = 1#1 No

a


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= 5 : Q : <

!0

= 10&0%!#"7" : 1#71 1#0

!0

= 227%#211 % . 2

= 1+% : WO

= 0#%%% : 227%#211

= 77#7%7 %

anaan p8ofi5 sepa3 ($eenhi)

RANCE

8 p8ope55e8 i;ea5 a;a5ah (06& - 067) T6 Diana T = .a8a3 Kapa5#

T

= 0#& : T

= 0#& : #00

= %#000

e55e8)

= 0# : D p8ope55e8

= 0# : %#000

= 1#00 0#1

8ope55e8

= 1+& : D

= 0#17 : %

= 0#00


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14 %#

2# 2# 14622!

1&

061 ALES

1!

2#

1& 14

700

14 1400

14

27

1#0!2#744

0#%"

227%#211 227"#!0

227"#!0

0#002!

0#2!>


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$en83 pe8a38an

perhitungan rencana garis mt afdal mammar

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