ࡱ> xzuvw|Y X@bjbjWW V.==:]DR$vL+2pn"= j $ &&&&.&D-)Dq+$-.+9 @= +7 W7 7 7 pR& &7 7 5F#"&l"&<@N[mO I&TRELATION BETWEEN SUBDIVISION AND SAFETY OF RO-RO SHIPS V. Slapni ar and I. Grubiai University of Zagreb, Faculty of Mechanical Engineering and Naval Architecture Ivana Lu ia 5, Zagreb 10000, Croatia e-mail: vedran.slapnicar@fsb.hr and izvor.grubisic@fsb.hr Abstract With respect to the increased safety requirements of Ro-Ro ships, it is necessary to develop improved design tools. The relation between subdivision and safety, namely between the attained subdivision index and the safety that it determines was studied first. In order to provide a basis for comparison, number of ships were collected and analysed. The database covered two characteristic groups of two basic design types of Ro-Ro ships, and their variants. The rules based on the probability concept have been applied to the case study and the design variants analysed. The relation between the attained index of subdivision and variation of breadths from B/5 to B/8 of the wing tanks, as well as the influence of variation of height of watertight deck, have been analysed and minimal requirements were established. Introduction The effect of the variable breadth of wing tanks on attained subdivision index of Ro-Ro ships is analysed in [1]. Reference [2] dealt with the effect of the buoyant deck. Both papers treat vehicle decks as non-watertight. In this paper the mutual effect of variation of breadths of wing tanks and buoyant deck is examined. Regarding future development [6] it is expected that the primary safety parameter of the Ro-Ro ships will be continuous double skin which stretches from the bottom to the second deck above waterline (upper deck). By the right choice of the breadth of wing tanks and the position of the buoyant deck it is possible to influence the attained subdivision index. For the attained subdivision index calculation the method described in the Resolution IMO.Res. MSC.19(58) [3] was used. Various configurations of Ro-Ro ships were examined and an extensive database [4] was prepared by thorough literature survey. The database contains principal data for 200 ships. While creating database two things were observed. First, ships are divided in two groups for analysis of dimensions: Ro-Ro Cargo Ships. Ro-Ro Passenger Ships. Afterwards, each group was reviewed regarding midships section. Total number of ships for which we were able to identify type of midship section from clear and available general plans is about 100. We choose for the analysis Ro-Ro Cargo Ship with type of midship section 1. (See Figure 1 and Figure 7).  Lbp-Length of Lanes Regression formulas for Ro-Ro ships: Group I: Lanes=0.0082*Lbp2.3612, R2=0.7667 Group II: Lanes=0.009*Lbp2.411, R2=0.6703 Capacity of Ro-Ro ships From the very beginning, the question of defining capacity of Ro-Ro ships appeared. This is very important because we want to compare two ships and find their degree of safety, but in the same time these ships should have nearly the same capacity, technical and economical particulars. We want to address not only the difficulties in data availability for Ro-Ro ships but also general problem in uniform definition of capacity. This was one of the main problems when structuring database It is usual to define capacity of Ro-Ro ships with the number of lanemetres e.g. width 3 m where heavy vehicles are stowed, and with number of cars. The following cases were identified: Only one deck exists so the number of cars and lanemetres are stated together. An additional deck only for cars is provided. Two decks for trailers with the same free height. Number of cars and lanemetres are stated together. The possibility for transportation of railway wagons. The only relatively reliable information in majority of Ro-Ro ships is the number of lanemetres, although in some cases it may be questionable too. The best way to express total capacity would be: A number of lanemetres and B number of cars, or C number of cars. In many cases the data in literature is given as A number of lanemetres and B number of cars, but it is never clear does A plus B make total capacity, or are these numbers given alternatively. If the ship is transporting railway wagons beside the cars and trailers then this information is usually hidden. Lane widths for car stowage vary from 2 m to 2.3 m, and anticipated length vary from 4 m to 5.5 m. For stowing heavy vehicles and trailers lanemetre widths vary from 2.8 m to 3.1 m and anticipated in length vary from 10, 12, 16.5 to 18 m. In Figure 2 and Figure 3 some of characteristic relations are shown.  DWT-Length of Lanes Regression formulas for Ro-Ro ships: Group I: Lanes=0.4427*DWT0.9439, R2=0.8443 Group II: Lanes=0.5189*DWT0.8794, R2=0.5832  DWT-Ballast Regression formulas for Ro-Ro ships: Group I: Ball.=1.2486*DWT0.8700, R2=0.6993 Group II: Ball.=1.1847*DWT0.8967, R2=0.6713 Midship sections We identified two types of midship sections, type 1 and type 2. On Figure 4 types of midship sections are sorted by length for our database. The type of midship section 1 is shown in Figure 7 and it prevails today.  Types of midship sections sorted by length Longitudinally, three zones can be identified. The first is between sternpost and foremost bulkhead of engine room. Transverse bulkheads extend from side to side of ship, from baseline to main deck which can also be freeboard deck or subdivision deck. Second zone is the middle part of ship where there are two longitudinal bulkheads situated from B/8 to B/5 from side of ship and which extend to the main deck at least. Width of double side can vary vertically. Third zone is the forepeak with transverse bulkhead that extends to main deck, or even above. This type is today mostly analysed and checked regarding the stability of damaged ships. Some designers suggest only solutions with B/5 double side because they state that this is the safest solution. This is not completely true because it has been shown that other solutions with lesser width or even variable, width satisfy regulations, and open more possibilities for cargo stowing. It should be stressed that the double side tanks must be cross-connected to ensure symmetrical flooding. Here it may be noticed that the Japanese mostly use type of midship section 1 with one special characteristic that breadth of wing tanks is increased in fore part of ship to more than B/5, even to B/3. In Figure 5 the type of midship section 2 is shown. This type is characteristic for the first small Ro-Ro ships, but it can be said that is still applied today with some variations and additions. Tanks for fuel ballast tanks and engine room are placed bellow main deck. The damage stability of ship is ensured by transverse subdivision.  Type of midship section 2 Attained index of subdivision To check standard of subdivision, the attained subdivision index A is calculated in accordance with rules [3]. It shall not be less than required subdivision index R. The attained subdivision index A is calculated for two subdivision load lines. The first one is the deepest subdivision load line that corresponds to the summer draught assigned to the ship. The second one is partial load line that corresponds to light ship draught plus 60% of the difference between the light ship draught and deepest subdivision load line. For the economical reasons ship will usually sail on draughts close to summer draught, and that is why the rules use only two draughts. The attained subdivision index A is calculated as the mean value for two mentioned draughts.  EMBED Equation.3  where:  EMBED Equation.3 - Index for the deepest subdivision load line,  EMBED Equation.3 - Index for the partial load line. pi - Accounts for probability of flooding. sf, sp - Accounts for probability of survival. The rules [3] should be applied to the three real loading conditions from Trim and Stability Booklet. For the damage stability calculation program system GeneralHydroStatics (GHS) is used [5]. Program tools of program system GHS are divided in two groups: Model building tools. Model analysis tools. With model building tools hull, tanks and appendages are defined. Model displayed in program system GHS is defined with geometry files that contain the geometrical definition of vessel model at various stages of completion and they are convenient for stability and strength calculations. General arrangement of base model is shown in Figure 6. Case study The base model A used as a case study is the ship for the transportation of vehicles (trucks, trailers, and cars) which has four cargo decks: Double bottom. Deck No. 1 (vertically movable deck). Deck No.2 (main deck which is subdivision deck also). Deck No. 4 (upper deck). Loading and discharging is through stern ramp on the Deck No. 2, and the internal transport is through fixed ramps. Deck No. 1 is vertically movable deck and it is used for the car stowage together with double bottom. In the case that the trucks or trailers are being stowed on double bottom, Deck No. 1 is risen and stowed under Deck No. 2. Ship is propelled by two medium speed diesels through gearbox to propellers. Two bow thrusters are driven by two electrical motors. Main particulars of base ship: Subdivision length, LS 155.045 m Length over all, Loa 169.4 m Length, Lbp 149.8 m Breadth moulded, B 25.5 m Main deck height., H 8.7 m Upper deck height, H1 14.2 m Design draught, T 6.2 m Displacement on T 15088 t Deadweight on T 6200 t Length of Lanes 1800 m Req. subdiv. index, R 0.521 General arrangement of base ship After selection of the base model A (See Figure 7), the variation of breadths of wing tanks and heights of Deck No. 2 has been performed. Varying the height of Deck No. 2 is conducted in steps of 15 cm, which was enough to cause significant change of attained subdivision index. Regarding this changes it was possible to get relations of these indices for different models. When varying height of Deck No. 2 special care is taken regarding the free heights needed for the stowage of cargo on each deck. The following models are obtained: Model B - height of Deck No. 2 is decreased for 15 [cm], H=8.55 [m] Model C - height of Deck No. 2 is extended for 15 [cm], H=8.85 [m] Model D - height of Deck No. 2 is extended for 30 [cm], H=9.00 [m]  Midship section of base model In Table 1, the values of attained subdivision index A for the model A for all breadth combinations of wing tanks are given. In the first row the values of combinations on the Deck No. 1 (BI) are given, while the data from the first column represent the values of combinations on the double bottom (BII). First value of each cell in Table 1 represent the attained subdivision index Af for the deepest subdivision load line, and the second one for the partial load line Ap. Last value of each cell bold printed represent attained subdivision index A, calculated as a mean value of Af and Ap. In Figures 8, 10, 12, 14 and 16 required index od subdivision R is drawn as dashed line.  EMBED Word.Picture.8  Table 1. Attained subdivision index for model A  A and R values for model A  Midship section of model B  A and R values for model B  Midship section of model C  A and R values for modelC  Midship section of model D  A and R values for model D Because Ro-Ro ships have deep deck girders due to large unsupported deck spans, and because cargo is usually stowed bellow these girders, it is possible to close this zone by fitting thin plates between flanges of the girders. In this way the obtained volume is actually additional displacement volume and these decks are called buoyant decks [2]. Influence of this volume depends on its height, location and range. By fitting plates Deck No. 2 becomes buoyant deck and in this way model E is obtained. Critical points i.e. points of progressive flooding, and the drafts for the calculation of attained subdivision index remain the same. In Figure 15 the midship section of this model is shown.  EMBED Word.Picture.8  Midship section of upgraded model E  A and R values for the upgraded model E From Table 2 it can be seen that BI is about B/5-B/6 and BII is about B/6-B/8. Also, the best-achieved results are gained from model D and model E. The model E is preferred because the ship configuration remains unchanged. The buoyant deck has great influence on attained subdivision index but the designer must be careful when choosing the height of this deck. As the values BI and BII are lesser the space for stowage is larger, but in the same time it can be seen from Table 2 that there are fewer feasible combinations with diminishing either BI or BII values.  EMBED Word.Picture.8  Table 2 Results of feasible combinations Conclusion Aim of this systematic analysis is to establish limits to midship section configuration. For every new Ro-Ro ship a matrix shown in Table 2 should be prepared in order to examine combinations of values BI and BII which are compliant with required index of subdivision R. In this way designer can choose the best project for the design request. Some of the following conclusions are interesting: By enlarging breadths of wing tanks the attained subdivision index A is also enlarged. This was foreseeable because by enlarging breadth of wing tank the probability of inner part flooding which causes the ship loss is lesser. The greater impact on the attained subdivision index has the breadth of wing tank on Deck No.1. This is because the combination B/5-B/7 has larger volume than the combination B/7-B/5. Enlarging the height of Deck No.2 the attained subdivision index A is also enlarged which is expected because we are extending height of freeboard deck, which directly influences position of critical points. By fitting buoyant deck the attained subdivision index is increased. The increment is greater if the location of displacement deck is correctly chosen i.e. in such way that buoyant deck remains above water in prevailing cases of flooding. It is remarkable that relatively small geometrical modifications produce considerable change in the attained subdivision index. References Pawlowski, M., Novel forms of RoRo ship subdivision, The Naval Architect, April, 1995. Winkle, I., "Meeting the new SOLAS regulations for Ro-Ro ships without the need for transverse bulkheads on the vehicle decks, Proceedings of 13th International RORO '96 Conference, Volume I, Lubeck, 1996. Resolution MSC 19(58) on the adoption of amendments to the 1974 SOLAS Convention regarding subdivision and damage stability of dry cargo ships, London, 1990. Slapni ar, V., Relation between subdivision and safety of Ro-Ro Ships, Master thesis, University of Zagreb, 1998.  General Hydrostatics  Users Manual , 1993. Future IMO legislation, Lloyd's Register, London, 1996. 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