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Contents
1. 220 42. Blade Frequency Analogue MT A D Digital MT 1 2 2 1 Fourier Analysis for Records of Fluctuating pressure 2 2 2 3 54 10 2 4 Digital MT 1 TW N Y a 2r 2 jacos 7 6 sin 79 N a
3. 8 2 4 s OR 3 6 2 5 2 2 6 FACOM M180 II B Spline 672K B 3 3 V
4. mode function discrete function Doublet Lattice 2 2 1 Calculation of propeller lifting surface by Doub let Lattice Method 2 2 2 3 A54 3 H 214 a 2 4 1 HOU II
5. JAAP InR P Q InR P QAP JP 9 Q 4 Q R PQ C x y D Dix Xss Ysn TK D gy 4 1 7515 2 5 1 REOSE ta t Xt At Va t mie Oth Xt 219 22 2 6 FACOM M 180 I AD
6. AD Digital MT 1 DATAC 2000 PB K K 2 FACOM OSIV F 4 DATAC 2000A DP 4000 FACOM HITAC KK 3 2 9 4 4 1 5 FACOM OSIV GDP 1970 K K ROFF SA T 2 2 1 2 The Design of Contra Rotating Propeller 2 2 2 3 49 4 2 4 I equivalent propeller P a a a Cri ji UID 2
7. OFS SEZER HABA Ocr 10 a OG Re HAT SSR OREO 4 JMR 1 4 6 1 2 5 Fig 1
8. Neumann 4 offset 2 1 J L Hess A M O Smith Calculation of Non Lifting Potential Flow About Arbitrary Three Dimensional Bodies Douglas Aircraft Co Inc Report No E S 40622 1962 2 SHSL 1983 4 3 1
9. WA 2 6 1 FORTRAN 77 2 FACOM M 180 II AD 3 284 KB 4 5 1 30 RARA 3 RP 8 3 Rf 8 217 20 INPUT DATA s o RO aT ATR gt o gt AK ICE I FT x X S Cosin Yes Yes Yes tet H eia OD R Fig 1 Flow Ch
10. 2 2 1 3 2 2 2 3 AAIS6SE 8 H 2 4 Wx Wr Wr Wx We Wr 1 Wr Wr us 9 9 ee Wea Borat 2 U E 1 203 propeller diameter 204 Lary Roem aren END B 2 2
11. 250 1150K B 100 320K B 3 2 KE h 0 KK 0 9 2 1
12. 2 2 1 Prediction of Cavity Extent on A Marine Prop eller Blade Working in Non uniform Flow 2 2 2 3 1979 5 1980 2 2 4 BIWA Thwaites Curle amp Skan Granville
13. OSM Karman Galerkin Newmark 8 3 8 2 5 1 2 6 FACOM M 180 I AD 1500 FORTRAN 340 KB 90 XY T 3 4
14. a b 2 12 2 2 1 EREKTI MiA Approximate Calculation Method for Estimating the Propeller Performance by Infinitely Bladed Propeller Theory 2 2 2 3 A5447 2 4 S P RIB 7 6 212 A AR hydraulic pitch 2 z hlr 9 Q x V
15. U 1 3 19 4 57 7 5 jek 1
16. 2 2 1 Calculation of the Influence of Ship Running Waves 2 2 2 3 50 2 2 4 1 0 n Xo Yo g Un uv e Un uw u n t 2 0 1 R 7 z R O R O 1 EIR sw siniKy gt R sec cola Da 1 Sr 0 a
17. 2 3 2 4 1 5 FACOM M180 AD 2 238 2 1 N 3 1 Body Plan profile me gt t 2 3 4
18. 4 lt Highly Skewed Propeller 1 132 1972 2 2 1974 3 1979 4
19. 1 TOMITA H K TANIZAWA 1983 Numerical Investigation into Nonlinear Water Waves by Means of the Boundary Element Method Papers of Ship Research Institute No69 2 BHE 1983 2 3 BAK 1982 BEM Bk Euler 2 2 1 Calculation of non linear responses of main hull structure 1n waves 2 2 ek 2 3 59 3 2 4 23
20. 2 2 2 3 56 7 2 4 oe Hess Smith N Za Zs TH 1 Ze Flow Zs x Zs Zen N gt Zens trailing edge Zsn Xe 1 element oe source 200 vorticity N 1 f 6 element OHS Zs control point 3 Kutta condition amp LU TH A end point Zexp trailing edge control point N 1 Zs MSs a in 1 Kutta condition D N 1 source vorticity wall effect 3
21. 2 5 4 Gan INPUT DATA 5 Eh control point Zs m MUAaAe RS Potential PHI i VCG CP i cD CL 4 2 6 FORTRAN FACOM M 180 II AD 3 10 Be 3 00 xTEST RUN ELLIPSE BODY Ns 30 B 3 00 2 20 POSIT 0 20 ALPHA 10 0 DEG 1 80 ek E OE OE VOEE C A CLs 0 075 PRESSURE COEFFICIENT 0 60 1 00 1 40 0 20 5 4 wall effect Hess J H and Smith A M O Calculation
22. 16 6 1979 5 Ukon Y Partial Cavitation on Two and Three Dimensional Hydrofoils and Marine Prop ellers Proc of 10th IAHR Symp Tokyo 1980 21 11 OR 1 2 2 1 2 2 2 3 B4157 5 2 4
23. bn G Gz ds G H 400 Gt lid 4 1 V z 7 y z
24. 1 4 2 Zzr BEM BEMIS FEM 223 26 ELT BEM 14 3
25. 6 2 199 2 E N H 1 2 2 1
26. Wis le L f 9 x JI 7 ds dr dT T o 2 x 9 2 9 3 dT 7 0Q 0 ww TRA hds dr 5 7 Riis SRO box box T box 1 JE
27. Rolk 2 5 2 2 INPUT DATA INPUT DATA K 3 oR AK 25 2 6 FACOM M 180 II AD
28. 13 2 14 3 mt 15 eee 16 2 oe SF PBs Abst ane ea Ea vhost E 17 It eect etter teens 19 20 mer 21 2 22 EY HE 2 Z tt 23 3 24 2
29. 25 He AH IS 26 27 ce 28 De 56 215 29 30 E I E E E E E ROE eR MISE MOS EY 5 SS ee EEEE EEE OBR E SGS fi Ya j fi ni in HH HI H HE f l HJ TEON 2 ti H Pere 3 5 yi Jeee 7 8 Gls ae 10 Eee 14 eee 16 ee ae 18 he 2 1 22 23 a idee 26 E dos 28 31 ho o 34 gh 35 igenre 36 ff
30. 13 2 6 49 4 TOSBAC 5600 56 8 FACOM M 180 AD 1 STEP 1 DLPOTE Equivalent Propeller Lerbs induction factor method 2 STEP 1 E 1 04 3 STEP 2 DLPOTA Actual Propeller BADA NACA 16 66 a 0 8 1 0 mean line KK 1608 1610 6608 6610 MAU 5 STEP 2 distance factor ga 2 3 cross curve 3 3 1 3 2 STEP 1 amp STEP 2 3 4
31. 2 o Z 5 NUM 2 miko EA REVON Prone 1 H W Lerbs Moderately Loaded Propeller with a Finite Number of Blades and an Arbitrary Dis tribution of Circulation T of SNAME Vol 60 1952 211 14 2 W B Morgan The Design of Contra rotating Propeller Using Lerb s Theory T of SNAME Vol 68 1960 3 AJ Tachmindji The Axial Velocity Field of an Optimum Infinitely Bladed Propeller DTMB Report NO 1294 1959 8 1
32. 2 2 1 2 Oscillation of an Arbitrary Cylinder in Shallow Water with Arbitrary Bottom 2 2 E fa 2 3 54 9 2 4 1 prye B x y gruti f Gir Gy iz 95 _ 1 7 Se ay x fla WY G x y3x y ds 1 G yix y Ele 3 Do Glz y ry Inn htinn h e coshk h y cosh 2f jK kh y cos kx r ksinh kh Kcosh kh eth 2 lt ae K K cosKiolx 2 Ko Kh sinh Koh i2n 222 r e sinh Koh cosh Ko h y coshKh y 2 B K KotanhKohK gt n Pr r a2 P yty 2hy ht Glayy xy _ 2m K K Ko Ke KTK h y coshK h y 1 2a m K M hm hK K h y cosmk h y e
33. w AB 3 induction factor Gn Gt Ui Ur Ua Ur 4 G Us Ur Czs 5 Crs equivalent propeller G Ua Ur I actual propeller 2 1 equivalent propeller CG Us Ur
34. g con traction factor 6 circulation factor 1 8 1 1 Lt 8 1 M M lt 0 01 9 6 tan Bilo tan pih 1 2 Bumil SRI KROWT TUN Rie KH MAU BIT ON 7 ORE AEB IC Mo CPR AIO RT 2 1 1
35. 2 5 1 2 6 TOSBAC 5600 FACOM M 180 76 KW CHS 2 7 1 2 TONIRANA 3 4 5 MM lt 15 lt 10 2 8 HA BRO AIR 3 3 1 box hydrodynamic pitch 5 3 2
36. 1 Wr Wir We ARROEN S NE A T r 6 2h r k r h r r mee lai 2rk r h r Wz W 90 We Dro r hlr cos exp N ro hir 1 4 a NISRH r x 9 Vrs Voksen Valso V 2h r klr h r r 2rkkr h r FONRFRMIC BY SRARE I FOR FTRMe 2z 7 T r 0 br Velso rQ one xr trax Va Va hep 5 CroNdr pee x Po Vel sin 4 8J isp 7 Cr STON ROK FIRST APPROXIMATION ht r itl hor te hi 15 2 5
37. 2 3 58 3 4 2 4 y gq 1 2x olp SF S a 5 V op p xyz oQ En E pq Va EF y n l 6 Tp SA p V CHS Null Point 202 id P 2 a q P ceo 0 as 2 5 2 START Input Data for Body Surface Cal of Null Points Element Area etc CALL HSINPT Cal of Influence CALL HSMTRX Induced Velocities Cal the Set of Linear of Solving CALL HSSORC Equat
38. 10 2V 3 13 4 sequential 5 20 KHz Bl ade Frequency fs Np Z Nr Z BY One Record length 2400 Byte 1200 T 9 bit 207 10 7 3 XY MN SAT He X 4 4 1 2 6 4
39. yes S Q Go Ze NR NC _ Was 2 i Yin Lsk BS Y Z Q My M 3580 Bl 10 G 1 HA 216
40. FORTRAN 77 1000 KB 3 1 A B C D 12 1
41. BIRR OHEBEA BML TUTF A 5 1 1 3 No143 144 145 1978 1979 13 2 aha ae 7S E a 1 221 24 2
42. 17 Ne 7 5 4 16 4 4 1 BATCH 4 2 5 TOSBAC 5600 Ne 7 c 5 FACOM M 180 Ax 15 10 1 discrete loading function E 14 6 52 11 2 K Koyama On Application of the Lifting Sur face Theory to Marine Propellers 13th Symp on Naval Hydrodynamics 1980 Tokyo START INPUT DATA l f Fourier wes 215 18 h 2 Wasp 2 ETa Zin 4 h h
43. Smith Bo Ca gq 0 BRL C 0 ER SMAI BWC FBGA D ALGAE b LEO HAZ RTROWA 1 6 AE Clr odxz 0 gt 19 SAME SALE CHO Cp x
44. 1 3 0 oo 0 2 2 2 2 1 3 Added Mass of an Ellipsoid in Shallow Water K 0 and Infinity Added Mass of an Arbitrary 3 D Body in Shallow Water 2 2 2 3 58 12 59 4
45. 2 Ar 5 2 6 FACOM M180 AD 27 a Dim KA mw an BARI max RAAH B T R Pox o gt BR Z b 8 c 3 BB r ro lo Bit SBM c o r r d 7 KRF t r C_ r C r C r 4 Nose Tail line 747 7 4 e 5 3
46. 5 ww 11 2 5 1 4 STEP1 START Induction factor D7 BSA Induction factor h 1 1 1 209 12 a STEP2 START K Uy U uy Ur e Contraction factor 6 Circulation factor B GR 0 Up ui 00 LL gt 4 YES H 3 2 1 STOP 2 1 2 210 SRI K EAR RES
47. 3 et 37 CE 40 fe jeee 42 esse peee 49 g 5 fi Been 55 Ge Hie 57 H dretso 58 J 59 py ee 60 Ta 62 jfi 64 33 34 35 36 37 38 SAMPLE ba PG ree I PALLAS PL SP Br vere PALLAS 2DCY FC es 2 PALLAS PR HO Oe Sa we ERG ee 59 5 i An Outline of Programs Compiled in Ship Research Institute No 5 Contents Graphic Proqram for Contour Curve Diagram AAA ENANSA EAR EEE ROR ECR RE CERN By Nobuo SUGAI Calculation of Potential Flow around a Two dimensional Lifting Body By Yoshiaki KODAMA Calculation Program of Double Model Potential Flow by Hess and Smith s Method ERR EE RRR Ri RS RT RE RE Yaa 8 05 By Haruya TAKESHI Program for Nominal Wake Cofficient Estimation Ap
48. K mytanmxh cosh Ky g7 koe x1 b 3 COS Myk k 1 MrixX 2 1 1 1 Kochin Diffraction Radiation Has kind
49. Y 7 3 4 Bl BEX 1976 6 Fourier BA 1 206
50. 2 4 1 2 224 pars 1 40 1982 12 O G G 0 o Go Ge G G G G G G 1 amp F net Wira ar P yy Ytl Fz 4nh P 1 Via x P y y H z 2 F2h 4nhyP 0 7 nh 2 Vlin 0 z S 9Q GP Q a Q G P Q ds Q 3 n 1 4 3 3 hd 4
51. 213 16 4 2 8 HA a b FAN FMA RTRO TON FRAIL KT 9 c J KT KQ ETAO G VO Xx 0 FON Fifi VOCO0 CL Hydraulic Pitch 2 z H 3 16 6 54 11 9 Doublet Lattice 1
52. of Non Lifting Potential Flow About Arbitrary Three Dimensional Bodies Douglas Aircraft Report No E S 40622 March 1962 3 3 1 J L Hess and A M 0 Smith 201 4 2 2 1 Calculation of Nonlifting Potential Flow About Arbitrary Three Dimensional Bodies 2 2
53. 2 SM 50 e ae a 7 2 1 2 2 1 Lerbs induction factor method Morgan 2 equivalent propeller actual propeller F 208 5
54. ADOSER 21 5 59 9 1 oo 2 3 eeeeoonn 4 3 5 ee 6 Fourier ee 7 2 8 EPC CD 9 Doublet Lattice ee 10 6i 11 Lyre terete nies 12
55. YAZAWA 16 Computer Program for Characteristic Calculation of Hydrofoil Section By Takeshi FUWA 17 A Program for Calculation of Capsizing Motion of a Ship in Manoeuver in Strong Tidal Current te GAs earache enone rane neem hs cenit GEA By Akihiro 0GAWA 18 A Program for Calculation of Manoeuvring Motion in Non uniform Flow By Akihiro OGAWA 19 Simulation of Sun Following by Raft Rotation By Kinji HAMAJIMA amp Kenji YAMAKAWA 20 Program for Calculation of Potential Flow about an Array of Cylinders with Infinite Rowsand ES By Makoto KAN 21 A Program for Calculation of Hydrodynamic Forces on Two dimensional Restangular Bodies by Potential Continuation Method io By Yutaka OHKAWA 2d 23 24 26 21 28 29 30 31 32 33 34 35 36 37 38 A Program for Motion Calculation of Offshore Floating Structures mm By Shunji KATO 42 A Program for Calculation of Hydrodynamic Forces on Three dimensional Bodies by Source Distribution Method oo By Yutaka OHKAWA 46 A Program for Two Dimensional Dynamic Analysis of Forces on Mooring Line by Use of Lumped Mass Method oe By Shunji KATO 49 A Program for Scheduling Activities by Minimizing Waiting Time ee By Fujio KANEKO 51 Thermodynamic Performance of Hydrogen Fueled Internal Reheat Gas Turbine IRGT SEIDEL ESEE EEE NATAT ERS M
56. a i E a E 13 3 Sr 6 offset Sine Wave Sr A S WT n 0 m 0 1 7 1 Ao SeC29 1 Sor m K 1 sec ee n 232 j ates x 8 1 7 0 rj u l1 n 1 2 3 a n 2ut 2 Kol sec z 2 t nm Ql 205 NMA X n 1 NMAX 2 IE O 2 etter 4 n gt 3 ll 4 2 5 2 2 6 FORTRAN FACOM M180 J AD X
57. art 3 218 strip theory
58. ente MOREA AS AEA URN T ETET By Katsuhide HIRAOKA 55 Program of Dynamic Stress Analysis for a Solid Rotating Disc oe om By Shigeyasu AMADA 57 Program of Transient Vibration Analysis of a Beam Subjected to Variable Rotations ETE EEE TAA AA A A E A E A A R TETE By Shigeyasu AMADA 58 A Program of Heat Conduction Analysis by Boundary Element Method By Akimasa MACHIDA 59 Calculation of Bunsen Burner Flame Temperature by Holographic Interferometry De AN CN NO By Seishiro SATO 60 Calculation of Equilibrium Composition of Burned Gas By Susumu YAMAGISHI 62 A Program for Analysis of Steady State in a Once Through Steam Generator for Integrated Type Marine Water Reactor ee By Takeshi MATSUOKA 64 Data Processing Program for Experimented Data on Natural Circulation in an Integrated Type Marine Reactor ee By Takeshi MATSUOKA 66 SAMPLE A Computer Program for Uncertainty Analysis for the Top Event Unavailability on Fault Treesssrersreteeree a E A By Takeshi MATSUOKA 68 A Code System for Calculating Space Distribution of Radiation Dose Rate Around A E SE EAR By Hisao YAMAKOSHI 69 One dimensional Radiation Transport Code PALLAS PL SP Br By Kiyoshi TAKEUCHI 71 Two dimensional Radiation Transport Code PALLAS PL SP Br By Kiyoshi TAKEUCHI 72 A Supplementary Program for Coupling Calculation of Bended Duct Problems by the Two Dimensional PALLAS Code ee By Yasuj
59. i KANAI gt 73 1 1 2 X Y 2 2 2 53 3 2 3 1 cm 2
60. ions for Source Density Cal of Velocity Components and Pressure On and Off the Body CALL HESS3D Out Put of Velocity Components H 2 2 6 1 FACOM 2 3 TOSBAC 4 FACOM OS IV FORTRAN 77 700 1500 600K B T SS 2 7 2 250 2 36X36 1 3 5
61. o 2 2 Va cos 9 Ral go 1 5 Ym m 0 1 k 5 Ymcoslim2 n n for 7 z 2 m 0 aim n 1 1 Ym cos n 7 i n 2 m 0 n i 2 gm sinlim n n for 7 z 2 F 0 i z 2 N Blade Frequency ym P MAH tan og n Blade Frequency 2 5 1 D D HT EBRD SO 2 6 1 FORTRAN FACOM M 180 I AD DA TAC 2000 2 A D DATAC 2000 9bit 256 step 1bit 40mV
62. plying Theory of Three dimensional Turbulent Boundary Layer doa bea Whe eS SRS A OO EEE SO NHS See RA AS By Jun ISHIZAKA Calculation of Ship Running Waves for Evaluating Traffic Safety at Small Ships ee ee EE E a E a E AEN ENA S By Teruo KAMIKURA 6 Fourier Analysis for Records of Fluctuating Pressure ee By Michio OKAMOTO 7 The Design of Contra rotating Propeller ee By Hiroyuki KADOI 8 Approximate Calculation Method for Estimating the Propeller Performance by Infinitely Bladed Propeller Theory ee By the late Fumio MORIYAMA 9 Program for Calculation of Propeller Lifting Surface by Doublet Lattice Method T AEE ESE YO SE CN T By Kohichi KOYAMA 10 Computer Program for the Prediction of Cavitation Extent on a Marine Propeller Working in Non Uniform Flow by Combination of Quasi steady Cavity Theory and Strip Theory oo By Yoshitaka UKON 11 Program of Calculation of Propagation and Reflection of Non linear Water Waves GSR vee By Hiroshi TOMITA 12 Simulation of Non linear Responses of an Elastic Hull in Waves ee By Iwao WATANABE 13 Program for Calculation of Two dimensional Hydrodynamic Force in Shallow Water with Irreqular Bottom Shape ee By Makoto KAN 14 Program for Calculation of Shallow Water Effects on Added Masses of a Three dimensional Body ee By Makoto KAN 15 A Calculation Program of Impact Pressure of Wedge Water Entry Problem by Means ot BR NR RAE By Katsuji
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