ࡱ>  #bbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbP;j;l;XXhZjZR^T^T`&f(f*f j[CJOJQJmH CJOJQJmH CJ CJOJQJ5CJOJQJ5CJOJQJ CJOJQJH*mHmHLY"ZhZjZT^`@`X`cdgggg}}zzzzzzzww$$@$ w'`08p @ xHP !$`'0*-/2p5@8;=@CPF IA$ z(`0h8p @ xHP !$`'0*-/2p5@8;=@CPF I Sub-Sea Fluid Piping Heat Transfer Calculation Procedure for Piping System Optimization BRUNO ALI and NIK`A FAFANDJEL Faculty of Engineering University of Rijeka Department for Naval Architecture and Ocean Engineering 51000 Rijeka, Vukovarska 58 Croatia Phone: ++ 385 51 651453; Fax: ++ 385 51 675 818 E-mail: calic@riteh.hr JULIJAN DOBRINI Faculty of Engineering University of Rijeka Department for Naval Architecture and Ocean Engineering 51000 Rijeka, Vukovarska 58 Croatia Phone: ++ 385 51 651453; Fax: ++ 385 51 675 818 ABSTRACT While transferring fluids through sub-sea piping, those are exposed to changeable surrounding water temperature and sea current velocity. Therefore heat transfer from piping towards outer surrounding water or from outer surrounding water towards piping occurs. The objective is to calculate more precisely total heat energy transfer along sub-sea piping. For better understanding of hydraulic losses over long piping a special mathematical model was defined. The model is based on definition of finite piping segment heat energy transfer. Corresponding computer software for heat energy transfer calculation was developed and tested, mainly intended to solve specific ecology problems influenced by pollutant fluids blocked in sunken vessel tanks. Obtained results( analysis enables defining shape (cross sections) and variables such as: dimensions of the pipeline, wall thickness and material, and insulation thickness and material, etc. As conclusion authors suggest that by interactive calculation based on developed software it is possible to perform the analysis of piping heat transfer with the objective of whole piping system optimization. Computer processing results are graphically presented in three dimensions (3D) with the possibility to change any pair of above mentioned variables, that is illustrated on a deep sea piping system example. INTRODUCTION Authors of this article solved specific problem that correspond to ecology problems influenced by pollutant fluids blocked in sunken vessel tanks. Preparation procedure for extraction of pollutant fluids from sunken vessel tanks, as well as theoretical and professional background was described in ( ali Bruno [1]). For prediction of extracting power that is necessary for pollutant transfer,  AntiPollutant software was developed and tested. Usage possibilities of "AntiPollutant" software in marine technology have been described in ( ali Bruno [2]). An overlook to new structures and devices in coastal zone and sub-sea, has been described in ( ali Bruno [3]). On that base usage of different long piping heat transfer can be solved. In surface and underwater offshore plants various long piping exposed to environmental conditions are used for water transfer. For better understanding of hydraulic losses along such piping resulting in required transfer power, complex theoretical approach, because of additional heat transfer problem is presented. For long vertical underwater piping developed "AntiPolluttant" software can be used successfully taking under consideration: predicted or experimental variation of surrounding sea current velocity along piping has to be prepared for cubic spline approximation, predicted or experimental variation of surrounding water temperature along piping has to be prepared for cubic spline approximation, Physical properties of water have to be additionally prepared in table form for automatic computer approximation procedure. Changes of pipeline outer fluid temperature and flow speed that are obtained on basis of local environmental properties monitoring are processed by computer using cubic spline method. From those curves, relevant mathematical results are obtained for mean values of outer temperature and flow speed, for every mathematical (finite) segment of the pipeline. SUB-SEA FLUID PIPING HEAT TRANSFER CALCULATION PROCEDURE FOR PIPING SYSTEM OPTIMIZATION Mathematical Model of Heat Transfer between Pipe Finite Segment and Environment Figure 1 shows geometrical data of pipe finite segments for two heat transfer stages: a) heat transfer into a finite fluid segment from outer environmental fluid, b) heat transfer from a finite fluid segment to environmental fluid. Figure 2 shows qualitative changes of heat transfer temperatures for two heat transfer stages: a) heat transfer into a finite fluid segment from outer environmental fluid, b) heat transfer from a finite fluid segment to environmental fluid.  Figure 1 Geometrical data of pipe finite segments  Figure 2 Qualitative changes of heat transfer temperatures Figure 1 and Figure 2 have been used, as base for defining of mathematical model that will be described later on. Main heat power equations consist of heat transfer in an outer region (q), over a pipe wall surface (qp), heat transfer in an inner region (qi), and finally heat transfer between inlet and outlet pipe finite segment surfaces (qc): q = qp = qi = qc, where, ( SEQ ( \* ARABIC 1) q = hn Ao (TBE - TO1), ( SEQ ( \* ARABIC 2) qp = ks AM (TO1 - T2), ( SEQ ( \* ARABIC 3) qi = hni Ai (T2 - Ti1), ( SEQ ( \* ARABIC 4) qc = (o ( Dio2 uo cp (Ti1 - TB1)/2 ( SEQ ( \* ARABIC 5) Figure 3 shows heated fluid piping in solar plants exposed to environmental conditions as base that can be used for heat looses calculation in solar plant piping/channels. Figure 3 Heated fluid piping in solar plants Corresponding heat transfer energy can be expressed by equations: Wq = Wqp = Wqi = Wqc, where, ( SEQ ( \* ARABIC 6) Wq = q t; Wqp = qp t; Wqi = qi t; Wqc = qc t ( SEQ ( \* ARABIC 7) Known values are: TB1, hf, Dio, ts, ks, (Lo, (T, (T1 Additionally necessary data are: TBE, ums Data that have to be computed are: TB2, to1, T2, ti1, Tf Initial conditions while computation has to start with a new pipe finite segment are determined with: to1 = TBEq = 0T2 = TBEand,qp = 0ti1 = TBEqi = 0qc = 0 Iteration procedure starting position and conditions necessary for average fluid temperature determination in way of pipe computation segment Defining of heat transfer orientation depends on following equation: (T = to1 - TB1 ( SEQ ( \* ARABIC 8) where: (T < 0 - negative heat energy - outcome heat energy (loosed energy) in pipe finite segment, (T > 0 - positive heat energy - income heat energy to pipe finite segment, (T = 0 - there is no heat energy exchange in a correspond pipe finite segment, except that heat energy which is transforming from hydraulic losses, and has reflection to making higher thermal energy level in computed pipe finite segment. Average temperature on an outer pipe finite segment wall surface is computed as: to1 = to1 + |(T |, if (T < 0, and, ( SEQ ( \* ARABIC 9) to1 = to1 - |(T |, (T > 0 Environmental fluid film temperature is calculated by equation: Tf = (TBE + to1)/2 ( SEQ ( \* ARABIC 10) Reynolds number for pipe finite segment cross flow is: Reo = (Dio + 2 ts) ub / Nop, ( SEQ ( \* ARABIC 11) where: Nop - is computed over subprogram CSPLINE1(BUT%,9) on TF base, and ub - is computed over subprogram CSPLINE1(BUT%,2) on hf base. Friction coefficient is computed over subprogram "KOTRENJA" on base of preliminary compute Reynolds number: Cf = (1.82 ln(Reo) - 1.64)(-2) ( SEQ ( \* ARABIC 12) Nusselt number calculation preparation is as follows:  EMBED Equation.3   EMBED Equation.3   EMBED Equation.3  where: Pr - over subprogram CSPLINE1(BUT%,3), on TF base, Pe = Pr Reo, (b - over subprogram CSPLINE1(BUT%,7), on TBE base, (iw - over subprogram CSPLINE1(BUT%,9), on to1 base. Nusselt number is:  EMBED Equation.3   EMBED Equation.3  ( SEQ ( \* ARABIC 13)  EMBED Equation.3  Heat-transfer coefficient is: hv = Ns Kp / Doo, where Doo = Dio + 2 ts ( SEQ ( \* ARABIC 14) Heat power is: q = hn Ao (Tbe - to1), where, Ao = (Dio + 2 ts) ( (Lo1 ( SEQ ( \* ARABIC 15) From equation qp = q changes of temperature on an inner pipe wall surface is given by: (q = q ts (ks Am), where ( SEQ ( \* ARABIC 16) Am = (Doo2 - Dio2) ( (Lo1 / (2 Dio ln(Doo/Dio) Finally, average temperature at an inner surface is: T2 = to1 + | (q |, for q < 0, and T2 = to1 + | (q |, for q > 0 ( SEQ ( \* ARABIC 17) Initial value of inner fluid average bulk temperature is ti1 = T2, and average temperature in first computation step will be: ti1 = ti1 + (T1, for T2 > to1, and ti1 = ti1 - (T1, for T2 < to1 ( SEQ ( \* ARABIC 18) Reynolds number that corresponds to inner fluid flow within a pipe finite segment is: Reo = uo Dio / (op, ( SEQ ( \* ARABIC 19) where, (O = uPI(Dip/Dio, represents environmental pipe inlet speed. Fluid physical values that are necessary for computing of Nusselt number are: (OP - over CSPLINE1(BUT%,9), on ti1 base, Pr - over CSPLINE1(BUT%,3), on ti1 base, (IB - over CSPLINE1(BUT%,7), on ti1 base, (IW - over CSPLINE1(BUT%,7), on T2 base, and cp - over CSPLINE1(BUT%,5), on ti1 base. Friction coefficient CZ is obtained from subprogram "KOTRENJA", based on procedure presented above. Exponent n is chosen in relation to Reynolds number: n = 0.14, for Reo < 2300 and for heating and cooling, n = 0.25, for Reo ( 2300 and for q < 0, n = 0.11, for Reo ( 2300 and for q > 0. Next, on basis of flow type which is known against REP% value: 1 - laminar flow; 2 - mixed flow, and 3 - turbulent flow, Nusselt number for fluids can be defined as follows:  EMBED Equation.3   EMBED Equation.3  FR for mixed flow,  EMBED Equation.3  polynomial regression is used, for  EMBED Equation.3 ,  EMBED Equation.3  ( SEQ ( \* ARABIC 20)  EMBED Equation.3  (suggested B. ali)  EMBED Equation.3  by  EMBED Equation.3   EMBED Equation.3   EMBED Equation.3  Computation of Nusselt number for air is:  EMBED Equation.3  ( SEQ ( \* ARABIC 21) Heat-transfer coefficient on an inner pipe finite segment wall surface is:  EMBED Equation.3  ( SEQ ( \* ARABIC 22) Heat-transfer over a pipe finite segment inner surface is:  EMBED Equation.3 , where ( SEQ ( \* ARABIC 23)  EMBED Equation.3  Heat Transfer Iteration Procedures There are two different heat transfer directions: a) qi = qp = q, presented in Figure 1, and b) qc = qi = qp = q, presented in Figure 2. Heat-transfer, qi ... qp ... q, accuracy determination: qi = p1; q ; RO4 = p2 (q Accuracy of p1 and p2 coefficients can be defined as input data, too. Real difference between heat powers qi and q is:  EMBED Equation.3 , ( SEQ ( \* ARABIC 24) if q1 ( qi , iteration procedure on qi ... q relation is completed, and if q1 > qi, iteration procedure is started again, as follows: If POC% = 1: ti1 = q (ti1 - T2)/qi + T2; ti1s = ti1; qias = qi If POC% > 1, and if q < 0: ti1 = (q - qi) (TB1 1.2 - ti1)/(qias - qi) + ti1 and if q > 0: ti1 = (q - qi) (TB1 1.2 + ti1)/(qias - qi) + ti1 If iteration procedure a) is completed, than iteration procedure b) is started which means first step of qc computation. Temporary qc is filed as qcp: If POC% = 0, than first heat-transfer power is:  EMBED Equation.3  ( SEQ ( \* ARABIC 25) where qc is computing by equation:  EMBED Equation.3  ( SEQ ( \* ARABIC 26) Real heat power difference between qc and q is:  EMBED Equation.3  ( SEQ ( \* ARABIC 27) If qr1 ( RO4, iteration procedure is completed. If qr1 > RO4, iteration procedure is not completed, and new iteration step follows with new values: to1 = TBE, and  EMBED Equation.3  Computer processing of average inner fluid bulk temperature in pipe finite segment is:  EMBED Equation.3  ( SEQ ( \* ARABIC 28) Now, flow type has to be controlled: if it is the same as at start position, a new pipe segment can be computed, if not, procedure has to be repeated with higher fluid flow type. Fluid flow type is achieved over Reo that is computed as before: Reo = (Uo Dio)/(OP. Now, from subprogram "KOTRENJA", if Reo > 300000, a real friction coefficient is computed. If Reo < 2300, friction coefficient is computed by formula: FO3 = 64/Reo. For Reo ( 20000, FO3 = 0.184 Reo (-0.25), and for Reo ( 300000, FO3 = 0.184 Reo (-0.2). Pressure losses at a pipe finite segment is:  EMBED Equation.3  ( SEQ ( \* ARABIC 29) In former formula data for (OP and (OS, given from subprogram CSPLINE1(BUT%,9) and CSPLINE1(BUT%,4), and on base of fluid average bulk temperature in a temporary pipe finite segment, ti1, have been used. Total pressure losses in environmental fluid pipe with last included computed pipe segment are:  EMBED Equation.3  ( SEQ ( \* ARABIC 30) After computation procedure with environmental pipe is completed, computation procedure with pollutant fluid pipe can be started. Pressure loses in a pollutant fluid pipe segment are:  EMBED Equation.3  ( SEQ ( \* ARABIC 31) Total pressure losses in pollutant fluid pipe with latest computed pipe segment included are:  EMBED Equation.3  ( SEQ ( \* ARABIC 32) Total pressure losses in both pipes are:  EMBED Equation.3  ( SEQ ( \* ARABIC 33) Total necessary pump hydraulic height, for resistance, density differences and heights support, is:  EMBED Equation.3  ( SEQ ( \* ARABIC 34) Total necessary power for fluid transfer is:  EMBED Equation.3  ( SEQ ( \* ARABIC 35) Differences Between Underwater and Surface Piping There are three basic differences between underwater and surface piping: Underwater environment Surface/land environment Environmental fluids salt/fresh water air Environmental flows sea currents winds speed Hydrostatic pressure environmental water/ warm water, air pressure pollutant neglected Conclusion Described computer tested mathematical model is mainly intended for computation of heat transfer in way of underwater vertical pipes. Obtained results( analysis enables defining shape (cross sections) and variables such as: dimensions of the pipeline, wall thickness and material, and insulation thickness and material, etc. It is suggested that with interactive calculation based on developed software is possible to perform the analysis of piping heat transfer with the objective of whole piping system optimization. Obtained results can be graphically presented in three-dimension (3D) with the possibility to change any pair of mentioned variables. In case of land piping under consideration, main part of presented software can be successfully used taking in consideration: variation in pipe height along piping has to be prepared for a cubic spline approximation, predicted or experimental (statistic) variation of wind speed along piping has to be prepared for cubic spline approximation, predicted or experimental (statistic) variation of air temperature along piping has to be prepared for cubic spline approximation, Physical properties of air as well as heated transported water have to be additionally prepared in table form for automatic approximation procedure. In case that pipes of cross sections different than circular are used, it is necessary to use modified heat loses formulas. NOMENCLATURE A0,m2Heat transfer surface of outer pipe finite segment surfaceAM,m2Heat transfer surface of average logarithmic pipe finite segment surfacecp,Jkg-1K-1Thermal conductivity by constant pressureDio,mPipe finite segment inner diameterDoo,mPipe finite segment outer diameterEPP1,Nm-2Total environmental fluid pressure related to reference computational densityEPP2,Nm-2Total pollutant fluid pressure related to reference computational densityhf,mMiddle depth of a pipe finite segment;hn,Wm-2K-1Heat-transfer coefficient on pipe finite wall segment outer surfacehni,Wm-2K-1Heat-transfer coefficient on pipe finite wall segment inner surfaceKp,WmK-1Thermal conductivityks,WmK-1Thermal conductivity of a pipe finite wall segment;NUD,-Nusselt numberPe,-Pecklet numberPP,WNeeded power for pollutant fluid pumpingPr,-Prandtl numberPT,WTotal necessary power for fluid transferqc,Wheat flow through the pipe finite segmentqi,Wheat flow on pipe finite wall segment inner surfaceqp,Wheat flow in pipe finite wall segmentReo,-Reynolds numberT01,C(Average temperature at a pipe finite wall segment outer surfaceT2,C(Average temperature at a pipe finite wall segment inner surfaceTB1,C(Average bulk temperature at pipe finite segment inlet cross sectionTBE,C(Average inner fluid bulk temperature at half height of a pipe finite segmentTf,ms-1Average environmental fluid flow speedsTi1,C(Average inner fluid bulk temperature at a computation finite segmentts,mPipe finite segment wall thicknessums,ms-1Average environmental fluid flow speedsUPI,ms-1Average speed of pollutant flow at the pipe outletWq,JHeat transfer energyWqc,JHeat transfer energy through pipe finite wall segment Wqi,JHeat transfer energy through pipe finite wall segment inner surfaceWqp,JHeat transfer energy through pipe finite wall segment outer surface(0 ,kgm-3Environmental fluid density(IB ,kgm-1s-1Average fluid dynamic viscosity of pipe finite segment(IW,kgm-1s-1Average film fluid viscosity(L0,mPipe finite segment length(op,m2s-1Average fluid kinematics viscosity of pipe finite segment(OP,kgm-3Pollutant fluid density(P,-Pump efficiency coefficient (PS,kgm-3Pollutant fluid density of pipe finite segment(T,-Initial step of a pipe finite wall segment outer surface temperature variation ACKNOWLEDGMENTS The authors wish to express gratitude to the Faculty of Engineering University of Rijeka and specially to the dean Prof. Bernard Frankovi, D. Sc. for their understanding and support to the research and development activities in field of naval architecture and ocean engineering. Herewith, authors also express their gratitude to the Government of the City of Rijeka and specially to the major Mr. Slavko Lini for their help and comprehension to enable participation to IOA(99 conference in IMARI. The authors also acknowledge the help and participation regarding performed experiments with the prototype of the "Ecology Underwater Device" developed on basis of Mr. Calic invention to the "Brodospas" Towing and Salvage Company from town Split. Special thanks goes to the Shipyard "Uljanik" Pula for their participation in construction and testing of mentioned device prototype. REFERENCES 1. ali B. "Prilog metodama rjeaavanja ekologije voda primjenom specijalnih autonomnih sustava za odstranjivanje polutantnih fluida iz potopljenih spremnika (Contribution on Solving Water Ecology by Special Autonomous Systems for Extracting of Pollutant Fluids from Sunken Vessel Tanks)", Dissertation, Faculty of Engineering University of Rijeka, Rijeka, pp1-122 (1994) 2. ali B. "Usage Possibilities of the AntiPollutant Software in the Marine Technology", Proceedings. International Conference Adriatic Coastal Zone and Sub-sea - Real Challenge for Croatian Tourism, Opatija 1995, Croatian Academy of Sciences and Arts & Faculty of Engineering University of Rijeka, Rijeka, pp123-131 (1995) 3. ali B. "Nova sredstva u priobalju i podmorju u turisti koj ponudi - New Devices in Coastal Zone and Subsea in Tourist Offer", Proceedings. 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Together with modular construction concept, possible contents, communications, building materials, exploitation locations, energy supply, wastage disposal, ventilation and air conditioning, as well as marine structures protection, safety and rescue are discussed. The main objective of this article is to present theoretical and practical results and possibilities of different space joint types implementation in mentionor modules, taking in consideration costs and safety requirements. , Engineeringseveral dismounting space jointthat  [4@4NormalCJOJQJkHmH 22 Heading 4h>*CJ.. Heading 55.. Heading 6>*.. Heading 76.. Heading 86. . Heading 9 6<A@<Default Paragraph Font, @,Footer  o#,,Header  o#<&@<Footnote ReferenceCJEH.". 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After introducing of new space joint types in light conventional grid structures, the authors are suggesting their implementation also in various shipbuilding areas. Space joint is a new constructional element for synchronous fastening of crossover rods in and/or on space joint body. At the same time the space joint represents a fastening node within grid structure. New grid structures solutions are based on Patent Cooperation Treaty (PCT), Patent Application No. PCT/GB97/00944, with Internat001,1061`1B10H000111111(00:10<010B1D0N1$1d1}11111}1N111}1}11Ҷ1Զ1ֶ1}1ض1}11111}11ʎ0:10.101ı1t0:11Y1Y1"Y1$Y1*Y1,Y14Y1XY1dY1Y1Y1Y1Y1Y0Z1α1"Z1^1^1J1J1J1^1^1^10^1K00ر0@0T1400V1ڱ1110161n11 1.1D1^1`1f1x111@11111000111111Δ18@R.bdfh tB\ȟ8N "dfhرڱ&(*,8:<>Hպ첫 j]CJOJQJ j[CJOJQJ CJOJQJ CJOJQJ5CJOJQJ0JCJOJQJmH jCJOJQJUmH jCJOJQJUmH 5CJOJQJmH CJOJQJmH 6CJOJQJmH 81:11<1f11~11̖11 111|1111$0j11l1&11(11*11111,1\11<0&11H141R1L1T1b1l1V1X0111d1@1f1f11j1|0L111b11|1111Tomislav (6(Bruno (5(Bruno (3( and (4(Bruno (5(d, and compared with PCT Bruno (3(ty of Rijeka Tomislav (6(Bruno (5(1. 2. 3. 4. 5. 6. 7. 1111.11l11111101 1 1111º1>11ĺ0Ȟ11ʞ11Һ11l1Ժ111ֺ1041d@1H0x@0@0@0@0@0@0@0@0@0@0@0@0@0@0@0 @0*@04@0<@0F@0P@0Z@0d@0j@0t@0~@0@recognizedoffshoreanalyzedespecially5 Present research was concentrated to the experimental analyzes on presented contact problem, and stress distribution analyzes treating one space joint type. Further research will be extended to whole array of new registered space joint types. Future theoretical and experimental research will be dedicated to dynamical behavior investigations regarding different grid structure configurations with a variety of dismounting space joint types in grid structure nodes. Also various possibilities for implementation of different space joint types are enabled within off-shore structures such as: pontoons, tourist platforms, cages for fishery, underwater parks communication supports with superstructures and energy plant foundations. These types of dismounting space joints are also applicable in most of ocean structures where partitioning elements are required. Authors idea is to realize the "ecology friendly" concept regarding after usage disposal of exploited off-shore constructional elements or modules, taking in consideration costs and safety requirements. , Engineeringseveral dismounting space jointthat  [4@4NormalCJOJQJkHmH 22 Heading 4h>*CJ.. 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Heading 55.. Heading 6>*.. Heading 76.. Heading 86. . Heading 9 6<A@<Default Paragraph Font, @,Footer  o#,,Header  o#<&@<Footnote ReferenceCJEH.". Footnote Text&)@1& Page Number8YB8 Document Map-D OJQJ.".Caption xx5(U`a( Hyperlink>*B* 8       !     8J:( %M)58>Y$>?@`/>j^`an  nKLMNjklmwlKw |!B"#$%%%%%%&&[&((((Q(R()))u*^,,-.3/}0~00123334v55L6D77888%%%%%%%%%%%%%%%%%%%%%%%%%%%%% %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%d,%%%%%%% %%%k2%% %%%%%%%%%%%%%%~#%%%%%%%%d%%%%%%%%%k2%%%%%%%%%%dTF%TF$>?@`/>j^`    he most of present structures do not comply with these requirements. In this article, those problems were approached by implementation of CROCKA system of building, partitioning and adaptation, which is based on introducing new types of dismounting joints ( ali Bruno (1(). Figure 1 shows one type of joints in which rods are fastened on friction principle. In this paper some theoretical, experimental and practical solutions are pointed out.  EMBED Word.Picture.8  Figure 1 CROCKA system with space joint  type I b and appertaining rods OFFSHORE STRUCTURES DESIGN BASED ON CONCEPT OF MODULARIZATION System description CROCKA system aims to solve mentioned technical problems through space joints by achieving the following: enabling problem solution by central tightening or loosing of rods, in easy, fast, sustainable, cost effective and synchronous manner; enabling problem solution by synchronous, central tightening of rods from internal part of space joint, in a mode to retreat rods into corresponding space joint body holes; enabling problem solution by synchronous, central tightening of rods from the external of space joint, in a mode to retreat rods into corresponding space joints body holes, while rods' tightening or loosening is executed through tightening bodies (covers); enabling problem solution by synchronous, central tightening of rods in such mode that rods' tightening is performed by tightening body  separated part of space joint; enabling problem solution in a mode as the space joint, if necessary, become non-disconnected, and of more difficult type to disconnect, as to ensure higher joint load capacity; enabling problem solution in a mode as the space joint, if necessary, become non-disconnected, and of easier type to disconnect, as to ensure higher joint load capacity; and enabling problem solution in a mode that the space joint internal becomes isolated from the surrounding fluid, and in such way to prevent joint parts deterioration due to surrounding fluid aggressive influence. Theoretical Approach Objective of the space joint is to join or connect structure rods within structure nodes. Determination of stresses in rod, which is usually assumed to be a one-dimensional constructional element, is relatively an easy task. Nevertheless, the behaviour of space joint body under load should be investigated more in details. Joining of structure rods is based on friction between rods and space joint body. Analysis of space joint body employing friction principle was performed during theional Publication Number W 97 / 38229 and some additional research results in this field. Some of present research activities supported by the Ministry of Science and Technology of the Republic of Croatia (Scientific project name: Marine structures and equipment in coastal zone and sub-sea) have also been presented. The main new grid structures building concept is characterized with structure lightness, simple assembly and adjusting procedures, "maintenance free" structures, ecology friendly structures, accommodation system modules with simplified on board erection possibilities, and multiple usage configurations. Analyzing various present construction solutions in offshore unit superstructures, masts, communication facilities, furniture, gangways, telescopic roofs, etc. the authors pointed out concrete proposals for new solutions regarding implementation of mentioned space joint types. Advantages with argumentation for particular topics were described and presented. Developed computer model for one space joint type was described. Computer modeling was performed on basis of finite element method. Special attentions were pointed out regarding contact pressures, deformations, as well as stresses. Up to date testing was mainly realized concerning small-reinforced first stage of research. The needed friction force for joining structure rods is achieved by tightening of two special elements inside space joint body. A simulation of space joint body behaviour was performed by finite element method with emphasis on co# 0&P . A!n"n#$%# 0&P . A!n"n#$%# 0&P . A!n"n#$%ere: subprogramsubprogram 12 is as follows subprOffshore tructures Design Based on Concept of ModularizationTOMISLAV ALI ntact problem, Figure 2.  Figure 2 3D finite element mesh on space joint body Experimental Results Two types of patent pending space joints are under experimental stage at Faculty of Engineering University of Rijeka. Due to complex space joint geometry it was necessary to simplify the experimental model. Therefore, experiments were performed on 2D models that were recognised as the most critical cross sections. The photoelasticimetry method was used (Mrakov i 1998), ( ali et al., 1998). APPLICATION POSSIBILITIES The space joint type I b, with dimensions 35(14(12 mm (edge length ( rod bore ( tightening subsystem element bore), made of 30 % reinforced polyamide 6 is already under production in Croatia. Based on above mentioned space joint results (theoretical, experimental and practical), it is possible further to develop other space joints of various dimensions and from different materials. As described ( ali 1997, 1998), ( ali et al., 1998) new solutions for implementation of disassembling space joints cover various fields: off-shore structures, Fig. 3., civil engineering and shipbuilding structures (various buildings, scaffoldings, bridges, shelves, furniture), toy industries, etc.  Fig. 3. Multi-purpose off-shore platform Recently, CROCKA system was implemented for various purposes. For example, it was implemented in rings of 8 and 6.5 m in diameter, designed for Turbo Limach Show, the most popular Croatian TV children show, Fig. 4. Those rings are equipped with space object models, and are slowly rotating in opposite directions. The main advantage of these rings is in extremely low weight. Both rings in weight have less than 100 kg, while the whole-equipped structure equals less than 300 kg.  Fig. 4. Overhead rotating structure in CROCKA system for TV scenography Furthermore, different space joint types already registered or that are under development can be implemented for various grid structures within offshore objects and units, such as mobile and fixed platforms, bridges, auxiliary tourist and energy communication and support structures, etc. Due to mentioned characteristics, such structures can be used within space technology. CONCLUSION Regarding grid structure joint requirements that are often contradictory, solution possibilities based on new dismounting space joints are proposed. Options of dismounting joints from world patent databases were analysed, and compared with PCT ( ali 1997). Furthermore, on bases of theoretical and experimental research performed on Faculty of Engineering, University of Rijeka, (Mrakov i 1998), ( ali et al., 1998), authors are pointing out relevant advantages of several dismounting space joints types by which in context of CROCKA system it is possible to improve some espied defects within existing grid structures. Also, further theoretical and experimental research is suggested regarding new types of dismounting space joints. Application possibilities of dismounting space joints were presented through obtained results regarding light structures that are ecologically compatible and maintenance free. Further research activities will cover extensive experimental activities, introducing other patent pending disassembling space joint solutions in practice and new symmetric space bodies solutions, also including space joint type for very large static and dynamic loads. REFERENCES ali, B. (1994). New Devices in Coastal Zone and Subsea in Tourist Offer, Zbornik izlaganja (Proceedings)  International Round Table  Adriatic Coastal Zone and Subsea (ACZS) Real Challenge for Croatian Tourism, Winkler, Z. (Ed.), pp. 99-103, ISBN 953-154-034-9, Rijeka, Scientific Council of Maritime Affairs of Croatian Academy of Sciences and Arts ali, B. (1996). New Approach to Marine Structures Design, Proceedings  4th Symposium DESIGN 96, Kri~an, B. (Ed.), pp. 3-10, ISBN 953-6326-04-3, Opatija, 05, 1996, Faculty of Engineering, University of Rijeka, Rijeka ali, B. (1997). Space Joint, Patent Cooperation Treaty (PCT), International Publication Number: WO 97/38229, 10, London ali, B. (1998). Prostorna spojnica. Hrvatski glasnik intelektualnog vlasniatva (Croatian Intellectual Property Gazette), 2, 371,(1998), ISSN 1331-2030 ali, B.; Fafandjel N. & Mrakov i, T. (1998). Implementation of Space Joints to Grid Structure, Proceedings  5th International Design Conference, Marjanovi, D. (Ed.), pp. 425-430, ISBN 953-6313-20-0, Dubrovnik, 05, 1998, Faculty of Mechanical Engineering and Naval Architecture, University of Zagreb, Zagreb Mrakov i, T. (1998). Optimisation of the Space Joint Dimensions, Master thesis, Faculty of Engineering, University of Rijeka, Rijeka Vlaisavljevi, G. (1999). Initial Design of Concept design of Light Dismounting modular Pontoon Structure, B. Sc. Degree Thesis, Faculty of Engineering, University of Rijeka, Rijeka Author(s): Assistant Prof. Bruno ALI, Head of Naval Architecture and Ocean Engineering Department, Faculty of Engineering University of Rijeka, Vukovarska 58, HR-51000 Rijeka, Croatia, Phone: ++ 385 51 651453; Fax: ++ 385 51 675 818; E-mail:  HYPERLINK mailto:calic@riteh.hr calic@riteh.hr *f,fggggggThVhhhhhis&t8z:zTzz},~~~~~~~~~.D@wjj?CJOJQJUmH jCJOJQJUmH  jCJOJQJmH j*CJOJQJUmH CJmH 5CJOJQJ CJOJQJ5CJOJQJ5CJOJQJCJmH 5CJOJQJmH jc; OJQJUVmHjCJOJQJUmH CJOJQJmH  j]CJOJQJmH 'ggVhhhij@lBnopss&t}zsssssszz$ & F$> w'`08p @ xHP !$`'0*-/2p5@8;=@CPF I@ z(`0h8p @ xHP !$`'0*-/2p5@8;=@CPF I$ &t2z4z8zz@zzzz}},~.~0<,.Dx.$ & F  & F $$ [$@$NormalmH <A@<Default Paragraph Font  l,b$#}KEthp @n(   6   AB S  ?Q 4@a@GTimes New Roman5Symbol3& Arial"h990Zavod za brodogradnjuZavod za brodogradnjuan  nKLMNjklmwlKw |!B"#$%%%%%%&&[&((((Q(R()))u*^,,-.3/}0~00123334v55L6D77~888888888888888888888888888888888888888G bjbjَ ] UUU_aaaaaa$PD~U3"UUU_M___U _U_____ '__  jUmHN N!c"c#7"$8"%nh#}KEthPNG  IHDRseKgAMAPLTEٟ pHYs_|_-M IDATx$Y';8@[8_3!.䵌oClj#` 5X8IHlƞn  n rmYCXI H1N{Օ_ʪ~̫_}}Y;eJM`S mto3+_~ G Q{Vz/?zˏ^AW/?zˏ^A! :q- _~ G[|wkxg;;j-o=~^K[=#c; U:2v_Gێ|d]Ӷ#8L5q}ˑIi]iSz>'3{?52Ao5ٵS;;:V#T:V#b@63y[o }zxCF%3ӳa{[tz2~o)VRTbנܷc0f 6#1>,ivv!ƗČƨ؋1t;B."rl WBcZ}hm_:ܲW/NKۄ˹czd(ejl&kjG {oyrk*&`&N\ :,mr-Ip~}W6'2"C,jiszx}9M&nNj]6*}:"tb#l3f>Vmw]-B.<Ӝtdߔ4 $o,tbTvYAתAnEgzIA~(Z3Z&Tۃ|dU._l`RtDm <ȡZ05rZܫrGvfk]9O]hM9z5ȧ6.Ka#I'bX`n9um+txtVDG8a, K.:q<+4k}8-A(OW3-ȃ9 ' RPXz';qwq@ہ@5&=`47lEn]yڋ]# tb%{A7#-]ފ}1nN-A> %5m繛@Z˛㇁-jN܁Um~øxV .݉;o9T聻As|T @'Ύ̋h~qd.Љ+:/Xíu!ګP#r1L.ЉɟvW#]v ){ŊTiZ֝[ٮ.nܫX[|Nebfdվ6җoW}q[.e/wyfoO%}Ý{Jr+qԌZٻĭI;غV q\=y~_N<3}) 9Z/S鞁m'U=2?Uryļ@JaNvlelm@>i v^=bd. 7{ 6 GkzE=.X7lLǣ~G&7"_]*~|\nq&gftIj]~&T*Ԍuǝ'i GYm-@~DwQ1ڦ]&k{u[!'e6c-cy|qf(z4&M~㟣kzՎ摋_|17uBNmq1uO66sWd9,5?L\bly<{ Պ9vhU0ۄ}tbA.# mbp= Gg^qxOՅ6!1={ 9n'mƽX~Uotfh2}B5)1;kq \}e,<{5R bFQsAV[Vh*)7#'=Q bN (Ci4Fj@̓5ANi<샮I,rgYʳI=МZ( <ϓ!tLnomhR1:s28@5̊ЁcP=gn\coF;K(D;ݖmo"h:dƾRJ}.D|w9f<΁2EwGX~vӉso$EpFiz"[NbSwNeO6б5Ϥ$ d:6chQ@vs崺 ;Its\Sh4 `s'/LIki='1xc3QJoϕ .l;.lz m⹵ǀ"F4\%UExeqќbȽvrbmVz ǜRe(n6$l*vro3s mj~`ȃ|T׷(͡cX뷀7@.ҽ BQ%st4$P @-~ޱ t* Z?#De# ]ws=Ӏ|j]%0C=y -๳2dN # y\zd~[x9SpGL/_nCp5 _V]}*ͶO!1zt^79`6lnRIrT'Np'h32zH b6D 1@ $z>6$3>!pGN+58r?m~m yIyhX] lr@V;XfՀ4%K*?lW/gTj !npqʰg繷!Ǡg)I5F@ U|^j=Ͷ<` 0\Ơ4RA3xQ%MQGTb^ y5i5'E26[fjbnU|5MV!O&n^Ϩ@?zr4&=ex ,CM!₞{Fu.k↸+x.>xz<ϿY<@T.ߣ!.Ze<1ޓФRt;x^sgjBe?jK|&*]O:;ncj1䇘sy2@svSv0Ͻ-Ѹ{58Q&+Qx9 CqؐrgФsCSD/#Qxd#xh.{ur#r'ߓBoxGޯ9e|Yxo? 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Preparations for testing procedures of different types from various materials and dimensions have been discussed, too. Special consideration was given to compare theoretical and experimental results concerning forces, deformations, strengths, and contact problems, based on some scientific research results achieved at Faculty of Engineering University of Rijeka. In addition, different aspects of ecology, maintenance, mounting and dismounting procedures, safety, replacement, etc. have been discussed. On basis of mentioned theoretical, experimental and some exploitation results authors proposed usage of different space joint types for implementation in shipbuilding. Authors are also suggesting further research regarding implementation of new predicted space joint types to different fields in shipbuilding and marine structures. Authors have analyzed the implementation of modularization within offshore structure design based on usage of new dismounting space joint types. 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