IMO TYPE C TANK DATA LIST ¥ð ¡¿ (©ª £í©÷£í©ø ¤§ £« £­ ¡¿ ¡À ¡¾ ¡Â ¡Ã ^C ¡É ¢º ¤º
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1. SHI CP 11¸Å 2. SHI Comment_C-Type LNG Fuel Tank »ý»ê °³¼±¾ÆÀ̵ð¾î
query[0] = [Select HTML FROM IMO_STD Where headType=0 and (sid=0 or (sid=1 and jNo=9)) Order By sid, headType, jNo, rNo]
IMO TYPE C - STANDARD SIZE and Volume Table
Head Type ; Spherical-Head

Material Selection for IMO TYPE C TANK (ÀçÁúÀ» ¼±ÅÃÇϼ¼¿ä,) Unit : MPa
1. Hign Mn (A1106-17) Base Metal Rm = 800 MPa, Re ¡Ã 400 MPa
2. 9% Nickel(A553-TYP1) Base Metal Rm = 690~825 MPa , Re ¡Ã 585 MPa
MATERIALWeld Metal(¿ëÁ¢ºÀ°­µµ)Allowable Membrane Stress(f) (by IGC, IGF)
Tensile
Re (=St)
Yield
Rm (=Sy)
Div.1
S
f = Min(Rm/A, Re/B) f (Mpa) A B
A1106(Hign Mn) 660400 N/A f = Min(660/3.5, 400/1.5) 188.6 3.51.5
A553-TYPE1 640400187.0f = Min(640/3.0, 400/1.5) 213.3 3.01.5
LT-FH32(TM) 440~570315 N/A f = Min(440/3.0, 315/1.5) 146.67
LT-FH36(TM) 490~630355 N/A f = Min(490/3.0, 355/1.5) 163.33
SA240-304 515205138f = Min(515/3.5, 205/1.5) 136.66 3.51.5
SA240-304L 485170115f = Min(485/3.5, 170/1.5) 113.33
SA240-316 515205138f = Min(515/3.5, 205/1.5) 136.66
SA240-316L 485170115f = Min(485/3.5, 170/1.5) 113.33
NV 4-4L 490~610325 N/A f = Min(490/3.0, 325/1.5) 163.333.01.5
[Allowable Stress °è»ê ½Ä Âü°íÇϱâ]
Design Data :
Class SocietyLiquidMaterialHead TypeDesign Pressure
Po, MARVS(bar.g)
Design External
Pressure MAEP(bar.g)
Corrosion
Allowance
CA (mm)
BOR Limit
(%/day)
Insulation Thk.
tInsu (mm)
Vacuum Ring
Pitch (mm)
Weld Metal
Tensile Stress
Rm (MPa)
Weld Metal
Yield Stress
Re (MPa)
Allowable Stress
f=Min(Rm/A, Re/B)
f = Min(515/3.5, 205/1.5)
REMARK
KR (Çѱ¹¼±±Þ)LNGSA240-304[HH] Hemi-Spherical Head9.510.451.00.354003500515205136.66

No.DescriptionSymbolThis Tank
TK-001
TNO-2TNO-3TNO-4TNO-5TNO-6TNO-7TNO-8TNO-9TNO-10TNO-11TNO-12TNO-13TNO-14TNO-15TNO-16TNO-17TNO-18Unit
1TANK In-DiameterDi =10500120001250012500750080008000825085009000100003000110001125012000125001200012500mm
2Hemi-Spherical Depthz = 0.5*D525060006250625037504000400041254250450050001500550056256000625060006250mm
3Cylinder Straight Length (TL to TL : 10mm ´ÜÀ§¿Ã¸²)TL =17260185302019022230187701954024510272402958022300162604720242402772025160222302737024270mm
4Total Length ( Head End to End ), L = 2*z +TLL =27760305303269034730262702754032510354903808031300262607720352403897037160347303937036770mm
5Design Liquid LevelDLL =93331066111109111186687713271417368759380248888266597991003010686111181069311125mm
6
7Gross Volume, Vnom = Vcyl+VheadVnom =2100300035003750105012501500175020001800180047.5300035003750375040004000m©ø
8Net Volume ( Vnet = 0.98*Vnom)Vnet =1988.52840.73314.23550.9994.21183.61420.41657.11893.81704.41704.445.02840.73314.23550.93550.93787.63787.60.98*Vnom
9Vhead = ¥ðD©ø / 6Vhead =606.1904.81022.71022.7220.9268.1268.1294.0321.6381.7523.614.1696.9745.5904.81022.7904.81022.7m©ø
10Vcyl = ¥ðD©÷ / 4 * LVcyl =1493.92095.22477.32727.3829.1981.91231.91456.01678.41418.31276.433.42303.12754.52845.22727.33095.22977.3m©ø
11Storage Ratio = Vnet / Vnom * 100Sratio =94.6994.6994.6994.6994.6994.6994.6994.6994.6994.6994.6994.6994.6994.6994.6994.6994.6994.69%
12Static Head Pressure, Ps = ¥ñgh(h=DLL)Ps =0.04580.05230.05450.05450.03280.0350.0350.03610.03720.03930.04360.01310.0480.04920.05240.05450.05240.0545MPa
13[ASME] Total Design Pressure, P = Po+Ps P_ASME =0.99681.00331.00551.00550.98380.9860.9860.98710.98820.99030.99460.96410.9991.00021.00341.00551.00341.0055MPa
14[ASME] Cylinder Shell Thicknesst_Cyl = 39.4545.2347.1847.1828.1129.9829.9830.9231.8633.7537.5411.6341.3742.3445.2447.1845.2447.18mm
15[ASME] Hemi-Spherical Head Thicknesst_HHead = 20.1623.0424.0124.0114.5115.4415.4415.9116.3817.3219.216.2921.1221.623.0424.0123.0424.01mm
16[ASME] Cylinder Shell Thk (Vacuum Ring Pitch: 3.5m )t_CylPe = 17.018.018.518.514.515.015.015.015.515.516.59.017.517.518.018.518.018.5mm
17[ASME] Allowable External Pressure(Shell), Pe < Pa_CylPa_Cyl = 0.04950.04790.04850.04850.05180.05150.05150.04890.05120.04750.04890.05440.05020.04870.04790.04850.04790.0485MPa
18[ASME] Allowable External Pressure(Head ), Pe < Pa_HeadPa_Head = 0.15990.1620.16270.16270.15570.15640.15640.15680.15710.15780.15920.14940.16060.1610.1620.16270.1620.1627MPa
19[Class] Dynamic Pressure(Ship Motion) Pgd(max) =0.12580.13230.13450.13450.13280.1350.1350.13610.13720.13930.12360.13310.1280.12920.13240.13450.13240.1345MPa
20[Class] Total Design Pressure, P = Po+Pgd(max)P_Class =0.9510.9510.9510.9510.9510.9510.9510.9510.9510.9510.9510.9510.9510.9510.9510.9510.9510.951MPa
21[Class] Cylinder Shell Thicknesst_Cyl = 37.6942.9344.6844.6827.2128.9528.9529.8330.732.4535.9411.4839.4340.3142.9344.6842.9344.68mm
22[Class] Hemi-Spherical Head Thicknesst_HHead = 19.2821.8922.7622.7614.0614.9314.9315.3615.816.6718.416.2220.1520.5921.8922.7621.8922.76mm
23[LR] Cylinder Shell Thk (Vacuum Ring: 3.5m )t_CylPe = 18.019.519.519.515.015.515.515.516.016.517.59.018.518.519.519.519.519.5mm
24[DNV-GL] Hemi-Spherical Head Thk (For Vacuum )
Pc=2.4*Et*(t-c/Ro)©÷/ 3.7 [DNV-GL Pt4-Ch7]
t_HeadPe = 6.937.788.068.065.245.525.525.665.86.096.652.77.227.367.788.067.788.06mm
25[LR] Allowable External Pressure (Shell DNV-GL, LR, GV)Pcr = 0.04980.05030.04770.04770.05190.05040.05040.04780.04980.05010.05030.05040.05090.04860.05030.04770.05030.0477MPa
26[NK] Allowable External Pressure (ClassNk equal ASME Div2. )Pa_div2 = 0.53930.57730.59360.59360.39890.4640.4640.47310.46910.48720.52220.16220.54420.55260.57730.59360.57730.5936MPa
27PUF Insulation VolumeVinsu =389.77487.05542.04575.35267.36297.83350.68393.78434.31378.09352.0835.12515.61581.96591.12575.35625.82608.67m©ø
28Min. Thickness for Internal Pressure
¡¡tMinPo(DNV-GL) = 3+Di/1500+CA
tMinPo =11.012.012.3312.339.09.339.339.59.6710.010.676.011.3311.512.012.3312.012.33mm
29Min. Thickness for Internal Pressure, (IGC_LR_ASME)tMinBase =3.03.03.03.03.03.03.03.03.03.03.03.03.03.03.03.03.03.0mm
30Min. Thickness for External Pressure, tMinPe = Do/850
ASME SECTION II, PART D - SUBPART 3 (METRIC), FIG. G
tMinPe = 13.3515.1215.7115.719.8210.4110.4110.7111.011.5912.764.5313.9414.2415.1215.7115.1215.71mm
31
32[Calc] Shell Thickness tCyl =39.4545.2347.1847.1828.1129.9829.9830.9231.8633.7537.5411.6341.3742.3445.2447.1845.2447.18mm
33[Calc] Head Thickness tHead =20.1623.0424.0124.0114.5115.4415.4415.9116.3817.3219.216.2921.1221.6023.0424.0123.0424.01mm
34Nominal Shell Thickness (º¥µù¸¶ÁøÆ÷ÇÔ)tu_Cyl =40.5046.0048.0048.0029.0031.0031.0032.0032.5034.5038.5012.5042.0043.0046.0048.0046.0048.00mm
35Nominal Head Thickness (¼ºÇü¸¶ÁøÆ÷ÇÔ)tu_Head =21.0024.0025.0025.0015.5016.5016.5017.0017.5018.5020.007.0022.0022.5024.0025.0024.0025.00mm
36Shell Thickness Margin, tMarginCyl = tuCyl - tCyltMarginCyl =1.050.770.820.820.891.021.021.080.640.750.960.870.630.660.760.820.760.82mm
37Head Thickness Margin, tMarginHead = tuHead - tHeadtMarginHead =0.840.960.990.990.991.061.061.091.121.180.790.710.880.90.960.990.960.99mm
38
39
40Shell Segment ¼ö·®sQty =6.06.06.07.06.06.08.09.09.07.05.02.08.09.08.07.09.08.0sheets
41Shell Segment WidthsWidth =2893.333105.03381.673190.03145.03273.333076.253037.783297.783200.03272.02410.03042.53091.113157.53190.03052.223046.25mm
42Shell Cutting Plan Length, @SegmentWidth * sQty=cpLength =@2893.33x6 EA =
17360
@3105.0x6 EA =
18630
@3381.67x6 EA =
20290
@3190.0x7 EA =
22330
@3145.0x6 EA =
18870
@3273.33x6 EA =
19640
@3076.25x8 EA =
24610
@3037.78x9 EA =
27340
@3297.78x9 EA =
29680
@3200.0x7 EA =
22400
@3272.0x5 EA =
16360
@2410.0x2 EA =
4820
@3042.5x8 EA =
24340
@3091.11x9 EA =
27820
@3157.5x8 EA =
25260
@3190.0x7 EA =
22330
@3052.22x9 EA =
27470
@3046.25x8 EA =
24370
mm
43Actual inertia moment of Saddle RingIg_Saddle =2247612.02746960.03246307.03246307.0603778.0635799.0635799.0966541.0981052.01027569.01689587.0111562.02315248.02611410.02746960.03246307.02746960.03246307.0cm4
44Saddle Ring (Qty)
Saddle Ring (Size)
SRqty =
SIZE =
2 S/Rings
T1300x32+430x32
2 S/Rings
T1350x32+450x32
2 S/Rings
T1400x34+470x34
2 S/Rings
T1400x34+470x34
2 S/Rings
T900x25+350x25
2 S/Rings
T900x25+350x25
2 S/Rings
T900x25+350x25
2 S/Rings
T1000x30+400x30
2 S/Rings
T1000x30+400x30
2 S/Rings
T1000x30+400x30
2 S/Rings
T1200x30+400x30
2 S/Rings
T600x22+300x22
2 S/Rings
T1300x32+430x32
2 S/Rings
T1350x32+450x32
2 S/Rings
T1350x32+450x32
2 S/Rings
T1400x34+470x34
2 S/Rings
T1350x32+450x32
2 S/Rings
T1400x34+470x34
Rings
45Vacuum Ring (Qty)
Vacuum Ring (Size)
VRqty =
SIZE =
6 V/Rings
T350x15+200x15
7 V/Rings
T350x15+200x15
7 V/Rings
T400x20+250x15
8 V/Rings
T400x20+250x15
7 V/Rings
T300x15+100x15
7 V/Rings
T300x15+100x15
9 V/Rings
T300x15+100x15
9 V/Rings
T300x15+100x15
10 V/Rings
T300x15+100x15
8 V/Rings
T300x15+100x15
6 V/Rings
T300x15+100x15
2 V/Rings
FB150x20
8 V/Rings
T350x15+200x15
10 V/Rings
T350x15+200x15
9 V/Rings
T350x15+200x15
8 V/Rings
T400x20+250x15
9 V/Rings
T350x15+200x15
8 V/Rings
T400x20+250x15
Rings
46Vacuum Ring @pitchVR_pitch =@3050¡¿5
+2¡¿1005
@2760¡¿6
+2¡¿985
@3030¡¿6
+2¡¿1005
@2890¡¿7
+2¡¿1000
@2800¡¿6
+2¡¿985
@2920¡¿6
+2¡¿1010
@2810¡¿8
+2¡¿1015
@3160¡¿8
+2¡¿980
@3060¡¿9
+2¡¿1020
@2900¡¿7
+2¡¿1000
@2850¡¿5
+2¡¿1005
@2720¡¿1
+2¡¿1000
@3180¡¿7
+2¡¿990
@2860¡¿9
+2¡¿990
@2900¡¿8
+2¡¿980
@2890¡¿7
+2¡¿1000
@3170¡¿8
+2¡¿1005
@3180¡¿7
+2¡¿1005
mm
47Required inertia moment of Stiff. Ring
¡¡Ix = 0.18 * D * Pe_MPa * L * Ds©÷ / E ¡¿10E-5
Ix = 16661.124875.528120.228120.26065.37363.27363.28076.48831.110485.714389.8386.619154.420492.024875.528120.224875.528120.2cm4
48Actual inertia moment of Vacuum RingIg =51158.354435.391531.791531.721474.222248.922248.922616.622827.923515.924792.11497.352130.052724.354435.391531.754435.391531.7cm4
49 Ix / Ig < 1.0 OK0.30.50.30.30.30.30.30.40.40.40.60.30.40.40.50.30.50.3
50Weight Summary
51¡¡1) Shell WeightwShell =192.605266.019313.661343.702107.284128.494158.863186.675211.355180.937165.6986.744288.855343.884356.758343.702386.757373.801ton
52¡¡2) Head WeightwHead =57.09785.23196.33496.33421.50126.04326.04328.53531.18136.95549.3231.55365.64970.22885.23196.33485.23196.334ton
53¡¡3) Saddle Rins(Inside)WsaddleRing =41.07451.1157.6557.6518.05719.97319.97325.12726.01428.08435.0283.93443.54346.11851.1157.6551.1157.65ton
54¡¡4) Vacuum Rings(Inside)WvacuumRing =13.02417.90325.17628.5967.257.89410.09211.0412.49510.6549.3020.6917.7422.68222.5228.59622.5228.596ton
55¡¡5) Swash Bulk Head and AttachmentWbulkHead =31.44939.74442.64342.64317.99420.33320.33321.33822.24124.37828.9824.91833.86235.18639.74442.64339.74442.643ton
56¡¡6) Saddle(CS/Bottom)Wsaddle_CS =29.57448.87957.1857.1812.10913.88313.88314.95416.02518.56125.0591.48234.75137.74948.87957.1848.87957.18ton
57¡¡7) Accessory(CS/PlatForm)Waccy_CS =ton
58¡¡8) PUF ( Insulation ) Winsu = Vinsu * Density [ 40 kg/m©ø]Winsu =15.59119.48221.68223.01410.69411.91314.02715.75117.37215.12414.0831.40520.62423.27823.64523.01425.03324.347Ton
59Empty Steel Weight(1~7)Wempty =380.414528.368614.326649.119194.889228.533263.214303.42336.683314.693327.47520.726505.024579.125627.887649.119659.274680.551Ton
60at Operating ConditionWoper =994.251420.351657.11775.45497.1591.8710.2828.55946.9852.2852.222.51420.351657.11775.451775.451893.81893.8Ton
61at Hydrostatic-test ConditionWtest =2100.03000.03500.03750.01050.01250.01500.01750.02000.01800.01800.047.53000.03500.03750.03750.04000.04000.0Ton
62Dynamic Pressure due to Ship mortion)PgdMax =bar.g
63Surface Area Calculation for Net Weight
64Shell Plate Surface Area (OD ±âÁØ)suf_Shell =m2
65Head Plate Surface Area (OD ±âÁØ)suf_Head =m2
66
67
68
69Surface Area TotalSAream2
Weight Summary[Á¶ ȸ][Á¶ ȸ][Á¶ ȸ][Á¶ ȸ][Á¶ ȸ][Á¶ ȸ][Á¶ ȸ][Á¶ ȸ][Á¶ ȸ][Á¶ ȸ][Á¶ ȸ][Á¶ ȸ][Á¶ ȸ][Á¶ ȸ][Á¶ ȸ][Á¶ ȸ][Á¶ ȸ][Á¶ ȸ]Unit
[Table 1] Shell and Head Thickness Calculation
0¡¡Head Type : [HH] Hemi-Spherical Head
¡¡Vessel Size : 9000(D) ¡¿ 22300(L) ¡¿ 31300(TL) mm
¡¡Where, z = R = 0.5¡¿D = 4500 mm,¡¡¡¡C = 2z/D = 1.0
o (³»¾Ð¿¡ ÀÇÇÑ ÇÊ¿äµÎ²²ÀÇ °è»ê)
¡¡Design Code : KR (Çѱ¹¼±±Þ)
¡¡Material of Shell and Head : SA537-CL1
¡¡Allowable Stress, f = 136.66 MPa, Rm = 515.0, Re = 205.0, EM = 201,000 MPa
¡¡Weld Joint Effciency, E = 1.0
¡¡Design Internal Pressure, Po = 0.951 MPa
¡¡Dynamic Pressure Subject to ship motion, Pgd(max) = 0.0 MPa
¡¡Total Pressure, P = Po + Pgd(max) = 0.951 MPa
For 10% Dish Head M = 1/4 * [3 + SQRT(L/r)] = 1.54057, L=1.0D=9000, r=0.1*D=900,
¡¡Min. Shell Plate Thickness¡¡¡¡, Rule-1) tMin(Pe) = Do/850 = 11.59 (mm)
¡¡Min. Shell and Head Thickness, Rule-2) tMin(DNV-GL) = 3 + Di/1500 + CA = 10.0 (mm)
¡¡Min. Shell and Head Thickness, Rule-3) tMin(IGC, IGF) = 5 mm
¡¡Min. Ellipsoidal and 10% Dish Head Thickness, Rule-4) tMin(ASME UG-32) ¡Ã 0.002*R+CA = 10.0 (mm)
¡¡Dertermine Min. Thickness, tMin = Max( Rule1, Rule2, Rule3) = 11.59 (mm)
MATERIALWeld Metal(¿ëÁ¢ºÀ°­µµ), [MPa]Allowable Membrane Stress(f) (by IGC, IGF)
Tensile
Re (=St)
Yield
Rm (=Sy)
Div.3
S
f = Min(Rm/A, Re/B) f [MPa] A B
SA537-CL1515205N/Af = Min(515/3.5, 205/1.5)136.663.51.5

1. [KR (Çѱ¹¼±±Þ)] Strength of Shell and Head Plates Subjected to Internal Pressure
No.ITEMKR (Çѱ¹¼±±Þ) FormulaRequird Thick
t (mm)
c1 c2 Used Thick
Tu (mm)
Cylindrical Shell
T =
P D©û
2 f J £­ 1.2 P
£« c
32.450.55033.00
Hemi-Head
T =
P R©ü
2 f J £­ 0.2 P
£« c
16.670.83017.50
    Where,
¡¡Inside Diameter (Shell, Head)D = 9000mm9.000m
¡¡Inside Radius (Shell, Head )R = 4500mm4.500m
¡¡Min. Tensile Stress (Weld Metal)Rm = 515MPa
¡¡Min. Yield Stress (Weld Metal)Re = 205MPa
¡¡Allowbale Membrane Stress, f = Min(660/3.5, 400/1.5)
ASME ÀÚÀç »ç¿ëºÒ°¡! Çã¿ëÀÀ·Â(f) È®ÀÎÇÊ¿ä!!
f = 136.66MPaSA537-CL1
¡¡Design Pressure, P = Po + Pgd(max)P = 0.951MPa9.51bar.g
¡¡Corrosion AllowanceCA = 1.0mm
¡¡Thickness margin of Bending or Formingc1 = Avobe Table
¡¡Thickness margin : c2 = Tu - (t + c1) c2 = Avobe Table

2. [KR (Çѱ¹¼±±Þ)] Strength of Shell and Head Plates Subjected to Hydrostatic-test condition at shop
No.ITEMKR (Çѱ¹¼±±Þ) FormulaRequird Thick
t (mm)
c1 c2 Used Thick
Tu (mm)
1Cylindrical Shell
T =
P D©û
2 f J £­ 1.2 P
£« c
34.950.55033.00
2Hemi-Head
T =
P R©ü
2 f J £­ 0.2 P
£« c
17.410.83017.50
¡¡Thickness margin of Bending or Formingc1 = Avobe Table
¡¡Thickness margin : c2 = Tu - (t + c1) c2 = Avobe Table
    Where,
¡¡Inside Diameter (Shell, Head)D = 9000mm9.000m
¡¡Inside Radius (Shell, Head )R = 4500mm4.500m
¡¡Min. Tensile Stress (Weld Metal)Rm = 515MPa
¡¡Min. Yield Stress (Weld Metal)Re = 205MPa
¡¡Allowbale Stress at Hydrostatic-Test, f = 0.9 * Rm f = 184.5MPa
¡¡Hydrostatic-test Pressure, P = Poper * 1.5P = 1.4265MPa14.265bar.g
¡¡Corrosion AllowanceCA = 0.00mm

Shape factor For (2:1) Ellipsoidal Head(H/Do=0.25) and (10%)Dish head(H/Do=0.2)
1) DNV-Rules

2) LR-Rules

3) BV-Rules



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(1) ±¸¸ÛÀÇ º¸°­À» 115.ÀÇ 2Ç׿¡ ÀÇÇÑ °æ¿ì¿¡´Â Ç¥ 5.5.15¿¡ µû¸¥´Ù.
(2) ¸ÇȦ ¶Ç´Â ÃÖ´ëÄ¡¼ö°¡ 150 mm ¸¦ ³Ñ´Â ±¸¸ÛÀ¸·Î¼­ ±× ÁÖÀ§¸¦ 115.ÀÇ 6Ç׿¡ ±ÔÁ¤ÇÏ´Â Ç÷£ÁöÇüÀ¸·Î º¸°­ÇÏ¿´À»°æ¿ì¿¡´Â ´ÙÀ½¿¡ µû¸¥´Ù.

(°¡) Á¢½ÃÇü ¶Ç´Â ¹Ý±¸Çü °æÆÇ : Ç¥ 5.5.15¿¡ µû¶ó¼­ »êÁ¤µÈ °ª¿¡ ±×ÀÇ 15% (3 mm ¹Ì¸¸ÀÇ °æ¿ì¿¡´Â 3 mm) ÀÌ»óÀÇ °ªÀ» ´õÇÑ µÎ²² ÀÌ»óÀ¸·Î ÇÏ¿©¾ß ÇÑ´Ù. ÀÌ °æ¿ì¿¡ °æÆÇÀÇ Á߾Ӻο¡ À־ÀÇ ¾ÈÂʹÝÁö¸§ÀÌ µ¿Ã¼ÀÇ ¾ÈÁö¸§ÀÇ80% ¹Ì¸¸ÀÎ °æ¿ì¿¡´Â °æÆÇÀÇ Á߾Ӻο¡ À־ÀÇ ¾ÈÂʹÝÁö¸§À» µ¿Ã¼ÀÇ ¾ÈÁö¸§ÀÇ 80% ·Î ÇÏ¿© °è»êÇÏ¿©¾ß ÇÑ´Ù. ¶ÇÇÑ, µÎ °³ÀÇ ¸ÇȦÀÌ ÀÖ´Â °æÆÇÀÇ µÎ²²¸¦ À̿Ͱ°ÀÌ Á¤ÇÏ¿´À» °æ¿ì¿¡´Â µÎ °³ÀÇ ¸ÇȦ»çÀÌÀÇ °Å¸®°¡ °æÆÇ ¹Ù±ùÁö¸§ÀÇ 1/4 ÀÌ»óÀ̾î¾ß ÇÑ´Ù.
(³ª) ¹ÝŸ¿øÇü °æÆÇ : Ç¥ 5.5.15¿¡ µû¶ó¼­ °è»êÇ쵂 ÀÌ °æ¿ìÀÇ R Àº µ¿Ã¼ÀÇ ¾ÈÁö¸§ÀÇ 80% ·Î Çϰí, E´Â 1.77 ·Î ÇÑ´Ù.
(ºñ°í)
(1) Á¢½ÃÇü °æÆÇÀÇ Á߾Ӻο¡ À־ÀÇ ¾ÈÂʹÝÁö¸§Àº °æÆÇÀÇ Ç÷£Áö ºÎºÐÀÇ ¹Ù±ùÁö¸§º¸´Ù Ä¿¼­´Â ¾Æ´Ï µÈ´Ù. ¶ÇÇÑ, °æÆÇÀÇ ¸ð¼­¸®¿¡ À־ÀÇ ¾ÈÂʹÝÁö¸§Àº °æÆÇÀÇ Ç÷£Áö ºÎºÐÀÇ ¹Ù±ùÁö¸§ÀÇ 6 % ¶Ç´Â °æÆÇ µÎ²²ÀÇ 3 ¹è Áß Å« °Í ÀÌ»óÀ̾î¾ß ÇÑ´Ù.
(2) ¹ÝŸ¿øÇü °æÆÇÀÇ ¾ÈÂÊ¿¡¼­ÀÇ ÂªÀº ¹ÝÁö¸§Àº ±ä ¹ÝÁö¸§ÀÇ 1/2 ÀÌ»óÀ̾î¾ß ÇÑ´Ù.
(3) ºÎ½Ä ¿¹ºñµÎ²²´Â ¼Ò¿äµÎ²²ÀÇ 1/6 ¶Ç´Â 1 mm Áß ÀÛÀº °ÍÀ¸·Î ÇÑ´Ù. ´Ù¸¸ ºÎ½Ä¼º ¾×ü ¶Ç´Â °¡½º¸¦ ÀúÀåÇÏ´Â ¾Ð·Â¿ë±â´Â ºÎ½Ä ¿¹ºñµÎ²²¸¦ Áõ°¡½Ãų ¼ö ÀÖÀ¸¸ç ºÎ½Ä¼ºÀÌ ¾ø´Â ¾×ü ¶Ç´Â °¡½º¸¦ ÀúÀåÇÏ´Â ¾Ð·Â¿ë±â ¶Ç´Â ³»½Ä¼º Àç·á¸¦ »ç¿ëÇÏ´Â ¾Ð·Â¿ë±â´Â ºÎ½Ä ¿¹ºñµÎ²²¸¦ °¨¼Ò½Ãų ¼ö ÀÖ´Ù. (2021)

3. º¼·Ï¸é¿¡ ¾Ð·ÂÀ» ¹Þ´Â °æÆÇÀÇ ¼Ò¿äµÎ²²´Â ¿À¸ñ¸é¿¡ ¾Ð·ÂÀ» ¹Þ´Â °æ¿ìÀÇ °æÆÇ ¼Ò¿äµÎ²² »êÁ¤½Ä¿¡¼­ ¼³°è¾Ð·ÂÀÇ P ´ë½Å¿¡ p ÀÇ 1.67 ¹èÀÇ °ªÀ» Àû¿ëÇÏ¿© »êÁ¤ÇÑ µÎ²² ÀÌ»óÀ̾î¾ß ÇÑ´Ù.

3. IMO TYPE C Tank / Class Formula ºñ±³Ç¥
1. Cylindrical Shell Plateat Operation
t (mm)
at Test
(mm)
c1 (mm)c2 (mm)Tu (mm)SKETCH
ASME SEC.VIII Div.1
 ¡¡   KR (Çѱ¹¼±±Þ)
T =
P D©û
2 f J £­ 1.2 P
£« c
32.44634.950.55033.00
LR (¿µ±¹¼±±Þ)
T =
P · Rj
10 · ¥ò · J £­ 0.5 · P
£« 0.75
32.42434.660.58033.00
DNV-GL(³ë¸£¿þÀÌ)
S ¡Ã
Pc ·D0
20 · ¥òt · v £« Pc
£« c,¡¡(PT4Ch7 3.2.1)
32.20634.930.79033.00
Class-Nk(ÀϺ»¼±±Þ)
Tr =
P R
f J £­ 0.5 P
£« ¥á
32.42434.930.58033.00
BV (ÇÁ¶û½º)
T =
p · D
(2·K £­ p)·e
£« 0.75
32.42434.930.58033.00
ABS (¹Ì±¹¼±±Þ)
T =
W · R
f·S·E £­ (1£­y) · W
£« C
32.42434.930.58033.00
ASME SEC.VIII-Div.1(¾Ð·Â¿ë±â)
t =
P · R
S·E £­ 0.6·P
£« CA
32.44634.950.55033.00
ASME SEC.VIII-Div.2(¾Ð·Â¿ë±â)
t =
D
2
· [exp(P / SE) £­ 1] £« CA
32.42434.930.58033.00
2. [HH] Hemi-Spherical Headat Operation
t (mm)
at Test
(mm)
c1 (mm)c2 (mm)Tu (mm)SKETCH
ASME SEC.VIII Div.1
 ¡¡   KR (Çѱ¹¼±±Þ)
T =
P R©ü
2 f J £­ 0.2 P
£« c
16.66817.410.83017.50
LR (¿µ±¹¼±±Þ)
T =
P · Rj
20 · ¥ò · J £­ 0.5 · P
£« 0.75
16.68517.360.82017.50
DNV-GL(³ë¸£¿þÀÌ)
S ¡Ã
Pc ·D0
40 · ¥òt · v £« Pc
£« c,¡¡(PT4Ch7 3.3.1)
16.63017.430.87017.50
Class-Nk(ÀϺ»¼±±Þ)
Tr =
P R
2 f J £­ 0.5 P
£« ¥á
16.68517.430.82017.50
BV (ÇÁ¶û½º)
T =
p · R
(2·K £­ p)·e
£« 0.75
16.71217.460.79017.50
ABS (¹Ì±¹¼±±Þ)
T =
W · R
2·f·S·E £­ (1£­y) · W
£« C
16.68517.430.82017.50
ASME SEC.VIII-Div.1(¾Ð·Â¿ë±â)
t =
P · R
2·S·E £­ 0.2·P
£« CA
16.66817.410.83017.50
ASME SEC.VIII-Div.2(¾Ð·Â¿ë±â)
t =
D
2
· [exp(0.5P/SE) £­ 1] £« CA
16.68517.430.82017.50
3. [EE] 2:1 Ellipsoidal Headat Operation
t (mm)
at Test
(mm)
c1 (mm)c2 (mm)Tu (mm)SKETCH
ASME SEC.VIII Div.1
 ¡¡   KR (Çѱ¹¼±±Þ)
T = [
P D©ü
2 f J £­ 0.2 P
£« c ] ¡¿ 1.15
37.18740.040.81038.00
UG-32 FORMED HEADS, AND SECTIONS, PRESSURE ON CONCAVE SIDE
(c) Ellipsoidal Heads With ts/L ¡Ã 0.002
(d) Torispherical Heads With t s /L ¡Ã 0.002.
À§ ¼ö½ÄÀ» »ç¿ëÇϱâ À§ÇÑ Çʼö Á¶°ÇÀÓ

( 2:1 Ellipsoidal head and Dish Head ÇʼöÁ¶°Ç ÀÓ )
ts / L ¡Ã 0.002
tsMin = 0.002 * L + CA = 19 mm
LR (¿µ±¹¼±±Þ)
T =
P · D0 ·K
20 · ¥ò · J
£« 0.75,¡¡K=1.4
44.84147.840.66045.50
DNV-GL(³ë¸£¿þÀÌ)
S ¡Ã
Pc ·D0 · ¥â
20 · ¥òt · v
£« c,¡¡¥â=1.375
44.05847.840.90.0445.00
Class-Nk(ÀϺ»¼±±Þ)
Tr =
P R
f J £­ 0.25 P
£« ¥á
32.37034.860.63033.00
BV (ÇÁ¶û½º)
T =
p · D ·C
2 ·K · e
£« 0.75,¡¡C=1.65
52.67057.410.83053.50
ABS (¹Ì±¹¼±±Þ)
T =
W · R ·K
2·f·S·E £­ 0.2·W
£« C,¡¡K=1
32.33734.820.66033.00
ASME SEC.VIII-Div.1(¾Ð·Â¿ë±â)
t =
P · D ·K
2·S·E £­ 0.2·P
£« CA,¡¡K=1.0
32.33734.820.66033.00
ASME SEC.VIII-Div.2(¾Ð·Â¿ë±â)
t =
P · D ·K
2·S·E £­ 0.2·P
£« CA,¡¡K=1.0
32.33734.820.66033.00
4. [DD] 10% Dish Headat Operation
t (mm)
at Test
(mm)
c1 (mm)c2 (mm)Tu (mm)SKETCH
ASME SEC.VIII Div.1
 ¡¡   KR (Çѱ¹¼±±Þ)
T = [
P R©üE
2 f J £­ 0.2 P
£« c ] ¡¿ 1.15,¡¡E=1.5406
64.93670.880.56065.50
UG-32 FORMED HEADS, AND SECTIONS, PRESSURE ON CONCAVE SIDE
(c) Ellipsoidal Heads With ts/L ¡Ã 0.002
(d) Torispherical Heads With t s /L ¡Ã 0.002.
À§ ¼ö½ÄÀ» »ç¿ëÇϱâ À§ÇÑ Çʼö Á¶°ÇÀÓ

( 2:1 Ellipsoidal head and Dish Head ÇʼöÁ¶°Ç ÀÓ )
ts / L ¡Ã 0.002
tsMin = 0.002 * L + CA = 19 mm
LR (¿µ±¹¼±±Þ)
T =
P · D0 ·K
20 · ¥ò · J
£« 0.75,¡¡K=2.35
74.59080.020.90.0175.50
DNV-GL(³ë¸£¿þÀÌ)
S ¡Ã
Pc ·D0 · ¥â
20 · ¥òt · v
£« c,¡¡¥â=2.30
73.02480.020.90.0874.00
Class-Nk(ÀϺ»¼±±Þ)
Tr =
P R1 W
2 f J £­ 0.5 P
£« ¥á
49.32853.710.67050.00
BV (ÇÁ¶û½º)
T =
p · D ·C
2 ·K · e
£« 0.75,¡¡C=2.30
73.02480.020.90.0874.00
ABS (¹Ì±¹¼±±Þ)
T =
W · R ·M
2·f·S·E £­ 0.2·W
£« C,¡¡M=1.5406
49.27753.640.72050.00
ASME SEC.VIII-Div.1(¾Ð·Â¿ë±â)
t =
P · L ·M
2·S·E £­ 0.2·P
£« CA,¡¡L=1.0·D, M=1.5406
49.27753.640.72050.00
ASME SEC.VIII-Div.2(¾Ð·Â¿ë±â)
t =
P · L ·M
2·S·E £­ 0.2·P
£« CA,¡¡L=1.0·D, M=1.5406
49.27753.640.72050.00
    Where,
¡¡Inside Diameter (Shell, Head)D = 9000mm9.000m
¡¡Inside Radius (Shell, Head )R = 4500mm4.500m
¡¡Min. Tensile Stress (Weld Metal)Rm = 515MPa
¡¡Min. Yield Stress (Weld Metal)Re = 205MPa
¡¡Allowbale Membrane Stress, f = Min(660/3.5, 400/1.5)f = 136.66MPa
at Ship Operation Condition
¡¡Design Pressure, P = Po + Pgd(max)P = 0.951MPa9.51bar.g
¡¡Allowbale Membrane Stress, f = Min(660/3.5, 400/1.5)f = 136.66MPa
¡¡Corrosion AllowanceCA = 1.0mm
at Hydrostatic-Test Condition
¡¡Hydrostatic-test Pressure, P = Poper * 1.5P = 1.4265MPa14.265bar.g
¡¡Allowbale Stress, f = 0.9 * Rm f = 184.5MPa
¡¡Corrosion AllowanceCA = 0.00mm

[TNO-10] Tank Size : ©ª9000 x 22300 (L = 31300 mm ) Weight Summary
10. Tank Capacity : 1800 £í©ø
¡¡Head Type ; [HH] Spherical-Head
Tank Size : ©ª9000 x 22300 (L = 31300 mm )Plate ¹ßÁÖÆø(Max) : 3400 mm
Head Plate Surface Area(Ç¥¸éÀû) : 254.469 m©÷
Head Type ;
[HH] Spherical-Head
No.NameMATERIALSIZE
t x W X L (mm)
Quantity
(SHT)
Weight
(kg)
Ç¥¸éÀû
£í©÷/ pcs
RemarkSKETCH
1Shell Plate (Center Part ÀϹݺÎ)SA240-30434.503,2009,46415123,02830.28480±æÀ̺ÐÇÒ: @3200.0¡¿7 shts = 22400 > 22300 mm

2Shell Plate (Saddle Support Part)SA240-30436.503,2009,464652,06430.28480¿øÁÖºÐÇÒ: L=¥ð¡¿©ª9036.5 = 28389mm / 3ºÐÇÒ= 9464mm
3Shell Plate (Dome Reinforcement)SA240-30436.503,4006,00015,84520.40000Dome Part
4[HH] Hemi-Head Plate (Side)SA240-30418.502,3614,3242429,897205.86975Angle = (#4WP: 54¨¬, CP : 54.939¨¬) [deg]
5[HH] Hemi-Head Plate (Center)SA240-30418.502,8335,66647,05848.59926Angle = (#4WP: 54¨¬ + 36¨¬ : #5WP,CP) = 90¨¬ [deg]
6Wear Plate and ÁöÁö±Ý±¸(Fix / Sliding)SA240-30436.501,20014,30929,84017.17080For Saddle Support
7SWASH Bulk Head ( Baffle Plate - Hole Áß·® Æ÷ÇÔ )SA240-30410.005,7328,70027,82949.86840Baffle Plate Net Surface Area = 42.86875 £í©÷(Hole ¸éÀûÆ÷ÇÔ)
8Bulk Head (Baffle Stiffener Plate)SA240-30415.001,20014,20824,01517.0496010
9Bulk Head (U-BAND Spring : Ãæ°Ý¿ÏÈ­±Ý±¸)SA240-30425.00400660522,6940.26400
10Vacuum Ring (Web) T300x15+100x15SA240-30415.00285076,4327.80300A = ¥ð¡¿ (OD 9000©÷- ID : 8430©÷) / 4 = 7.803 m©÷
11Vacuum Ring (Flange) T300x15+100x15SA240-30415.0010027,37972,2572.73790L = ¥ð ¡¿ (©ª8715 ) = 27379 mm
12Vacuum Ring (Rib Plate)SA240-30430.00185940481,9660.17390
13Saddle Ring (Web) T1000x30+400x30SA240-30430.009700211,52524.47000A = ¥ð¡¿ (OD 9000©÷- ID : 7060©÷) / 4 = 24.47 m©÷
14Saddle Ring (Flange) T1000x30+400x30SA240-30430.0040025,22724,75310.09080L = ¥ð ¡¿ (©ª8030 ) = 25227 mm
15Saddle Ring (Rib Plate)SA240-30430.00185940481,9660.17390
16Saddle Support (Base Plate)DH32 OR A516-6044.0099010,80027,38610.69200Base Plate : t44 mm
17Saddle Support (Rib & Etc)DH32 OR A516-6038.003,04812,291111,17537.46297Rib Plate Thick. J=38.0 (mm) , tg=38.0 (mm)
[ONLY] Shell and head Plate Quentity50 sht
Total Weight289,729kg

Vacuuring Ring (Stiffener) Size : T300x15+100x15¡¡
Tank OD (Da) = 9069 mm, Shell Plate: t34.5 x W:612.9mm W=1.1*SQRT(D*t)
( IxReqd = 10485.7 < 23515.9 = IxActual ) OK
No.bdA=b*dyA*yh = y-C1Ah©÷Ig=b*d©ø/12SKETCH
cmcmcm©÷cmcm©ø(cm)cm©ùcm©ù
310.01.515.032.7490.526.7110702.962.81
21.528.542.7517.7756.6811.715864.062893.64
Shell61.293.45211.451.725364.75-4.263842.72209.73
SUM¢² = 269.2 1611.93 20409.743106.19
C1 = ¢²(AY) / ¢²(A) (¹«°ÔÁ᫐ À§Ä¡) C1 = 5.988cm ¹«°ÔÁ߽ɿ¡¼­ FLANGE ÇÏ´Ü ±îÁö ¶³¾îÁø °Å¸®
C2 = H - C1 C2 = 27.462cm ¹«°ÔÁ߽ɿ¡¼­ FLANGE »ó´Ü ±îÁö ¶³¾îÁø °Å¸®
¢²(A) = Sum of Section Area (´Ü¸éÀû) ¢²(A)=269.20cm©÷ ´Ü¸éÀû (ºø±ÝÀüü)
Ix = ¢²(Ah©÷) + ¢²(Ig)Ix =23515.92cm©ùXÃà ´Ü¸é2Â÷¸ð¸àÆ® (Moment of inertia)
Zx = Ix / Max(C1, C2) Zx =856.31cm©øXÃà ´Ü¸é°è¼ö (Section Modulus)
Zmax = Ix / Min(C1, C2) Zmax = 3927.18cm©øXÃà (ÃÖ´ë) ´Ü¸é°è¼ö
Rx = SQRT( Ix / A ) Rx = 9.35cm XÃà ȸÀü¹Ý°æ
Ry = SQRT( Iy / A ) Ry = 15.7cm YÃà ȸÀü¹Ý°æ
Section Area(Shell Æ÷ÇÔ)Sarea = 269.2cm©÷ Section Area(Shell Æ÷ÇÔ)
Ring ´Ü¸éÀû (Shell Á¦¿Ü)ARing = 57.75cm©÷ Ring ´Ü¸éÀû (Shell Á¦¿Ü)
Ring ¿øÁÖ±æÀÌ Leng = 6.26mRing ±æÀÌ(m) = 3.141592¡¿(Di-C1)
Ring ´ÜÀ§Áß·® (kg/m), WTm = 45.33kg/m´ÜÀ§Áß·®(kg/m)
Ring Weight, Shell(1) Á¦¿Ü Áß·®WT = 284kgRing 1 PCS Áß·®(kg)

Saddle Ring Size : T1000x30+400x30¡¡
Tank OD (Da) = 9069 mm, Shell Plate: t34.5 x W:612.9mm W=1.1*SQRT(D*t)
( IxReqd = 10485.7 < 1027569.2 = IxSadAct ) OK
No.bdA=b*dyA*yh = y-C1Ah©÷Ig=b*d©ø/12SKETCH
cmcmcm©÷cmcm©ø(cm)cm©ùcm©ù
340.03.0120.0101.951223457.42395674.3390
23.097.0291.051.9515117.457.4216030.05228168.25
Shell61.293.45211.451.725364.75-42.8387396.87209.73
SUM¢² = 622.45 27716.2 799101.25228467.98
C1 = ¢²(AY) / ¢²(A) (¹«°ÔÁ᫐ À§Ä¡) C1 = 44.528cm ¹«°ÔÁ߽ɿ¡¼­ FLANGE ÇÏ´Ü ±îÁö ¶³¾îÁø °Å¸®
C2 = H - C1 C2 = 58.922cm ¹«°ÔÁ߽ɿ¡¼­ FLANGE »ó´Ü ±îÁö ¶³¾îÁø °Å¸®
¢²(A) = Sum of Section Area (´Ü¸éÀû) ¢²(A)=622.45cm©÷ ´Ü¸éÀû (ºø±ÝÀüü)
Ix = ¢²(Ah©÷) + ¢²(Ig)Ix =1,027,569cm©ùXÃà ´Ü¸é2Â÷¸ð¸àÆ® (Moment of inertia)
Zx = Ix / Max(C1, C2) Zx =17439.48cm©øXÃà ´Ü¸é°è¼ö (Section Modulus)
Zmax = Ix / Min(C1, C2) Zmax = 23076.92cm©øXÃà (ÃÖ´ë) ´Ü¸é°è¼ö
Rx = SQRT( Ix / A ) Rx = 40.63cm XÃà ȸÀü¹Ý°æ
Ry = SQRT( Iy / A ) Ry = 11.51cm YÃà ȸÀü¹Ý°æ
Section Area(Shell Æ÷ÇÔ)Sarea = 622.45cm©÷ Section Area(Shell Æ÷ÇÔ)
Ring ´Ü¸éÀû (Shell Á¦¿Ü)ARing = 411cm©÷ Ring ´Ü¸éÀû (Shell Á¦¿Ü)
Ring ¿øÁÖ±æÀÌ Leng = 6.14mRing ±æÀÌ(m) = 3.141592¡¿(Di-C1)
Ring ´ÜÀ§Áß·® (kg/m), WTm = 322.64kg/m´ÜÀ§Áß·®(kg/m)
Ring Weight, Shell(1) Á¦¿Ü Áß·®WT = 1982kgRing 1 PCS Áß·®(kg)

query[0] = [Select sid, headType, jNo, rNo, DESCR, SYMBOL, VALUE, UNIT FROM IMO_STD Where sid=2 and headType=0 and jNo=9 Order By sid, jNo, rNo]
getResult[2] = [
¹øÈ£0
sid
1
headType
2
jNo
3
rNo
4
DESCR
5
SYMBOL
6
VALUE
7
UNIT
12091TANK In-DiameterDi =9000.0mm
22092Hemi-Spherical Depthz = 0.5*D4500.0mm
32093Cylinder Straight Length (TL to TL : 10mm ´ÜÀ§¿Ã¸²)TL =22300.0mm
42094Total Length ( Head End to End ), L = 2*z +TLL =31300.0mm
52095Design Liquid LevelDLL =8024.0mm
62096  0.0 
72097Gross Volume, Vnom = Vcyl+VheadVnom =1800.0m©ø
82098Net Volume ( Vnet = 0.98*Vnom)Vnet =1704.40.98*Vnom
92099Vhead = ¥ðD©ø / 6Vhead =381.7m©ø
1020910Vcyl = ¥ðD©÷ / 4 * LVcyl =1418.3m©ø
1120911Storage Ratio = Vnet / Vnom * 100Sratio =94.69%
1220912Static Head Pressure, Ps = ¥ñgh(h=DLL)Ps =0.0393MPa
1320913[ASME] Total Design Pressure, P = Po+Ps P_ASME =0.9903MPa
1420914[ASME] Cylinder Shell Thicknesst_Cyl = 33.75mm
1520915[ASME] Hemi-Spherical Head Thicknesst_HHead = 17.32mm
1620916[ASME] Cylinder Shell Thk (Vacuum Ring Pitch: 3.5m )t_CylPe = 15.5mm
1720917[ASME] Allowable External Pressure(Shell), Pe < Pa_CylPa_Cyl = 0.0475MPa
1820918[ASME] Allowable External Pressure(Head ), Pe < Pa_HeadPa_Head = 0.1578MPa
1920919[Class] Dynamic Pressure(Ship Motion) Pgd(max) =0.1393MPa
2020920[Class] Total Design Pressure, P = Po+Pgd(max)P_Class =0.951MPa
2120921[Class] Cylinder Shell Thicknesst_Cyl = 32.45mm
2220922[Class] Hemi-Spherical Head Thicknesst_HHead = 16.67mm
2320923[LR] Cylinder Shell Thk (Vacuum Ring: 3.5m )t_CylPe = 16.5mm
2420924[DNV-GL] Hemi-Spherical Head Thk (For Vacuum )
Pc=2.4*Et*(t-c/Ro)©÷/ 3.7 [DNV-GL Pt4-Ch7]
t_HeadPe = 6.09mm
2520925[LR] Allowable External Pressure (Shell DNV-GL, LR, GV)Pcr = 0.0501MPa
2620926[NK] Allowable External Pressure (ClassNk equal ASME Div2. )Pa_div2 = 0.4872MPa
2720927PUF Insulation VolumeVinsu =378.09m©ø
2820928Min. Thickness for Internal Pressure
¡¡tMinPo(DNV-GL) = 3+Di/1500+CA
tMinPo =10.0mm
2920929Min. Thickness for Internal Pressure, (IGC_LR_ASME)tMinBase =3.0mm
3020930Min. Thickness for External Pressure, tMinPe = Do/850
ASME SECTION II, PART D - SUBPART 3 (METRIC), FIG. G
tMinPe = 11.59mm
3120931  0.0 
3220932[Calc] Shell Thickness tCyl =33.75mm
3320933[Calc] Head Thickness tHead =17.32mm
3420934Nominal Shell Thickness (º¥µù¸¶ÁøÆ÷ÇÔ)tu_Cyl =34.5mm
3520935Nominal Head Thickness (¼ºÇü¸¶ÁøÆ÷ÇÔ)tu_Head =18.5mm
3620936Shell Thickness Margin, tMarginCyl = tuCyl - tCyltMarginCyl =0.75mm
3720937Head Thickness Margin, tMarginHead = tuHead - tHeadtMarginHead =1.18mm
3820938  0.0 
3920939  0.0 
4020940Shell Segment ¼ö·®sQty =7.0sheets
4120941Shell Segment WidthsWidth =3200.0mm
4220942Shell Cutting Plan Length, @SegmentWidth * sQty=cpLength =0.0mm
4320943Actual inertia moment of Saddle RingIg_Saddle =1027569.0cm4
4420944Saddle Ring (Qty)
Saddle Ring (Size)
SRqty =
SIZE =
0.0Rings
4520945Vacuum Ring (Qty)
Vacuum Ring (Size)
VRqty =
SIZE =
7.0Rings
4620946Vacuum Ring @pitchVR_pitch =2900.0mm
4720947Required inertia moment of Stiff. Ring
¡¡Ix = 0.18 * D * Pe_MPa * L * Ds©÷ / E ¡¿10E-5
Ix = 10485.7cm4
4820948Actual inertia moment of Vacuum RingIg =23515.9cm4
4920949 Ix / Ig < 1.0 OK 0.4 
5020950Weight Summary 0.0 
5120951¡¡1) Shell WeightwShell =180.937ton
5220952¡¡2) Head WeightwHead =36.955ton
5320953¡¡3) Saddle Rins(Inside)WsaddleRing =28.084ton
5420954¡¡4) Vacuum Rings(Inside)WvacuumRing =10.654ton
5520955¡¡5) Swash Bulk Head and AttachmentWbulkHead =24.378ton
5620956¡¡6) Saddle(CS/Bottom)Wsaddle_CS =18.561ton
5720957¡¡7) Accessory(CS/PlatForm)Waccy_CS =0.0ton
5820958¡¡8) PUF ( Insulation ) Winsu = Vinsu * Density [ 40 kg/m©ø]Winsu =15.124Ton
5920959Empty Steel Weight(1~7)Wempty =314.693Ton
6020960at Operating ConditionWoper =852.2Ton
6120961at Hydrostatic-test ConditionWtest =1800.0Ton
6220962Dynamic Pressure due to Ship mortion)PgdMax =0.0bar.g
6320963Surface Area Calculation for Net Weight 0.0 
6420964Shell Plate Surface Area (OD ±âÁØ)suf_Shell =0.0m2
6520965Head Plate Surface Area (OD ±âÁØ)suf_Head =0.0m2
6620966  0.0 
6720967  0.0 
6820968  0.0 
6920969Surface Area TotalSArea0.0m2
]

¸ÅÅ©·ÎÆ÷ÇÔ_SHI_SN2430_D12m_°ßÀû°­µµ°è»ê (°ßÀû¿ø°¡).xlsm - [PV4th SADDLES] Sheet Âü°í

Pressure Vessel Design Manulal (4th edition) / Table 4-27 Large diameter saddle supports
Vessel DIA.BASE PLATE LENGTHSADDLE HEIGHTBolt Hole Dia.INNER RIB PITCH BASE PLATE WidthBOLT PITCHSaddle BTM WidthSaddle Top WidthWear Plate Width Rib Plate µÎ²²RIB ¼ö·®BOLT ¼ö·®Base Plate µÎ²²Gusset Plate µÎ²² Wear Plate µÎ²²Approx wt for 2 Saddles (kg)Saddle RIB Height(Center)
DIA(ft)DIA(mm)ABDEFGGB=F-50.8GTHJNntbtgtwwth=B-D/2
1442673937 2337 35 483 457 229 406 711 864 19 8825 19 19 3175203.2
1545724343 2540 35 533 457 229 406 711 864 19 8825 19 19 3629254
1648774648 2743 35 457 457 235 406 711 864 25 10829 22 22 4536304.8
1751824902 2896 41 483 533 273 483 787 940 25 10832 25 25 4990304.8
1854865258 3099 41 432 533 279 483 787 940 29 121235 29 25 5443355.6
2060965258 3353 41 432 533 279 483 787 940 29 121235 29 29 7031304.8
2267065563 3658 48 457 610 318 559 864 1016 32 121238 32 32 8618304.8
2473156121 3962 48 432 610 318 559 864 1016 32 141238 32 32 9979304.8
2679256477 4369 48 457 610 318 559 864 1016 35 141241 32 32 11793406.4
2885346985 4674 54 432 686 356 635 940 1092 35 161641 35 32 14061406.4
3091447823 4978 54 483 686 362 635 940 1092 38 161644 38 35 16783406.4
3297548331 5283 54 457 686 362 635 940 1092 38 181644 38 35 19958406.4
34103638788 5588 60 483 787 406 737 1041 1194 44 181651 44 35 24494406.4
36109739246 5842 60 457 787 406 737 1041 1194 44 201651 44 35 29937355.6
38115829754 6198 60 483 813 413 762 1067 1219 51 201657 51 38 36287406.4
401219210262 6502 67 508 864 451 813 1118 1270 51 202064 51 38 45359406.4
Notes: [SADDLE STANDARD DWG(pdf)]
¡¡1. All dimensions are in inches unless noted otherwise
¡¡2. All saddles in this size range must be fully designed. The dimensions shown are a starting place or to be used for estimating only!
¡¡3. Assume that anchor bolts diameter is d - 0.125, where d is the diameter of the hole. Assume that slots for sliding saddle are 6 d long.
¡¡4. N = Number of ribs
¡¡5. n = Number of anchor bolts

¸ÅÅ©·ÎÆ÷ÇÔ_SHI_SN2430_D12m_°ßÀû°­µµ°è»ê (°ßÀû¿ø°¡).xlsm - [PV4th SADDLES] Sheet Âü°í





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