The ship model test at scantling draft.

The ship model test at scantling draft.

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The main objective of this article is to describe an innovative methodology for the hydrodynamic optimization of a ship bulbous bow which considers multiple operating conditions. The proposed method is more practical and effective than the traditional optimization process, which is only based on contractually specified design condition. Parametric...

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... In order to design a product using computational methods, the product needs to be represented in a way that a computer can understand. For ship design, the two most popular modes are parameterized vectors [1,[4][5][6][7][8][9][10][11][12], and free-form deformation techniques [13][14][15][16][17][18]. The benefit of using parameterized design representations for a hull is that the design is defined by a set of tunable parameters that both human designers and computers can interpret. ...
... These potential flow solvers input the 3D geometry of a hull and provide estimates of drag at typical operating speeds of a hull. The third method for creating a fast prediction of drag is to build a small dataset of drag measures, to train a neural network to predict drag from a hull's design representation [5,6,9,[13][14][15][16]19,20,34,35]. ...
... These two measures of volume affect the ability of ships to generate revenue through the shipment of cargo. The two volume measures are calculated with Equations (8) and (9). With the intention of maximizing the volume metrics in hull generation, the volume measures are multiplied by −1. ...
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... A dataset of ship hulls will need a design representation that is comprehensive enough to cover the broad spectrum of traditional ship hull forms. A literature review has shown multiple representations for complex designs, including graphs [2,7], images [9,12], parameterized vectors [1,8,10,[13][14][15][16][17][18][19][20][21], and free form deformation techniques [22][23][24][25][26]. The most common representation found for ship hulls was vectored parameterization. ...
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... The major goal of a paper presented by [9] is to provide a novel way for optimizing the hydrodynamics of a ship's bulbous bow. The suggested technique outperforms the existing optimization procedure in terms of practicality and efficiency. ...
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... A dataset of ship hulls will need a design representation that is comprehensive enough to cover the broad spectrum of traditional ship hull forms. A literature review has shown multiple representations for complex designs, including graphs [7,2], images [12,9], parameterized vectors [8,1,13,14,10,15,16,17,18,19,20,21], and free form deformation techniques [22,23,24,25,26]. The most common representation found for ship hulls was vectored parameterization. ...
... These potential flow solvers input the 3D geometry of a hull and provide accurate measures of drag at typical operating speeds of a hull. As seen in the literature review, the balance of computational speed and accurate results make potential flow solvers great candidates for both optimization and machine learning methods for ship hull design [23,24,16,15,25,10,19,14] Among the available solvers, the Michell Integral was chosen as the simulation for hulls in this dataset. ...
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... In (Matulja and Dejhalla, 2013), the hull form, including the bulbous bow, has been optimized by minimizing the wave resistance, while Li et al. (2014) optimized the bow and stern shape, achieving a 5% reduction in resistance and improving the wake field. Furthermore, the optimization procedures have been performed to find the optimal bow shape in different cases; the laden and ballast condition of a tanker ship (Legović and Dejhalla, 2015), a container ship in different operating conditions (Lu et al., 2016) and waves , the added resistance in case of KVLCC2 tanker (Bolbot and Papanikolaou, 2016), a fishing vessel coupling CFD and design of experiment (DoE) (Hong et al., 2017b) and strength assessment of the corner bracket connection (Silva-Campillo et al., 2022). By applying a combination of several machine learning methods (Mittendorf et al., 2022), the selection of a suitable hull operating from a dataset in weather conditions can be more accurate and faster (Islam et al., 2022) than using only CFD techniques. ...
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... Several applications of simulation-based design optimization methods applied to ship hull were presented in the last years. Mainly based on BEM calculations of wave-making resistance, Peri et al. (2001), Campana et al. (2006), Serani et al. (2016Serani et al. ( , 2022Serani et al. ( , 2023, Diez et al. (2015), Kim et al. (2011), Lu et al. (2016b Tezzele et al. (2018) proposed ship (local) hull form optimizations by combining surrogate models and space dimensionality reduction to realize computational efficient design frameworks as an evolution of design methods based on simplified estimation of ship resistance (Chang et al., 2016;Percival et al., 2001). Multi-objective problems, adding seakeeping performance to pure resistance minimization were discussed in Kim et al. (2010) and several approaches to handle the complex hull shape were proposed in Kostas et al. (2015), Harries (1998), Coppedé et al. (2018), Kim and Yang (2010), Shen et al. (2013) and Cheng et al. (2018). ...
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... Bow and ship modeling are designed by using Maxsurf modeler while the resistance will be calculated by using computational fluid dynamics (CFD) Numeca. The CFD analysis is increasingly being used to analyze the optimal hull shape by various methods [12][13][14][15][16]. The result of this method is practically used in the preliminary design phase to predict the ship resistance and engine power requirement [17,18]. ...
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Using a bulbous bow on the ship is the most common alternative way used to reduce resistance and fuel consumption. Some developments are created in terms of bow shapes to obtain the minimum shipping cost. The purpose of this study is to compare the total resistance (Rt) and specific fuel oil consumption (SFOC) in an 8000 DWT oil tanker by modifying the existing moor deep ram bow to axe bow using computational fluid dynamics (CFD) and empirical Holtrop method. Based on the results, the total resistance with a moor deep ram bow design at a service speed of 12 knots is 230,8 kN, while axe bow is 221,5 kN. This is directly proportional to the fuel consumption where by using axe bow, the ship will consume 83.64 tons in a trip of 1912 nautical miles. In contrast, with existing moor deep ram bow, the fuel consumption is just a slight 0.1 % higher than axe bow and still showing a competitive performance as it is generally used in cargo vessel.
... Depending on the cost function to be minimized, either potential flow solver or viscous flow RANS solver is employed. Potential flow solver for the evaluation of wavemaking resistance has been widely used for hull form optimization studies [1][2][3][4]6,7,[10][11][12][13][15][16][17][18][19][20][21][23][24][25]27]. From the wavemaking resistance coefficient obtained from potential flow solver, the total resistance coefficient can be calculated by 1 ...
... . Here, the frictional resistance coefficient is calculated using the ITTC friction line. The form factor 1 can be obtained in various ways: empirical formula [12,13], model test results [11,19], double body solution using RANS solver [27]. In spite of the advantage of shorter computational time, the accuracy issue due to negligence of viscosity makes potential flow solver less popular nowadays. ...
... The PSO is a derivative-free, probabilistic optimization method and has been adopted by Kim et al. [17], Huang and Yang [18], Serani et al. [20], and Yu et al. [21]. The hull form SBD studies with GA are Dejhalla et al. [2], Campana et al. [8], Tahara et al. [9], Biliotti et al. [10], Zhang [12], Lu et al. [19], Cheng et al. [23], Lu et al. [24], Zhang and Kim [25], and Miao et al. [26]. ...
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In this study, the hull form optimization process to minimize resistance of KCS (KRISO containership) at is described. The bow hull form of KCS was modified by varying such design parameters as sectional area curve (SAC), section shape, bulb breadth, and bulb height using multiple parametric modification curves devised by the authors. The resistance performances of modified hull forms were analysed by the viscous flow Reynolds-Averaged Navier-Stokes (RANS) solver of WAVIS ver.2.2. With a view to saving computational time during iterative analyses in the optimization process, the sinkage and trim were set to the fixed values which had been obtained for the original hull form with free condition. The validity of such constant sinkage/trim was then verified by conducting analysis for the optimal hull form with free condition. Optimization to minimize the cost function of the total resistance coefficient of model was performed by sequential quadratic programming (SQP), which is one of the gradient-based local optimization methods. Utilization of parallel computing led to the simultaneous calculation of the gradient, thereby speeding up the whole optimization process. At the design speed of 24 knots, the optimal hull yielded reduction by 1.8%, which is extrapolated to 3.1% reduction of effective power in full scale.
... Additionally, the Rankine source panel method was applied to evaluate the added waves' resistance acting on the hull of a Ro-Ro ship. The results showed that added wave resistance was clearly reduced and the wave bow profile became gentle in the ship design with optimized lines of the bulbous bow [23]. Others studies also used the Rankine source panel method; for example, Lu et al. (2016) presented a study of an innovative method for the optimization of the hydrodynamic performance of a bulbous bow while considering different conditions [24]. ...
... The results showed that added wave resistance was clearly reduced and the wave bow profile became gentle in the ship design with optimized lines of the bulbous bow [23]. Others studies also used the Rankine source panel method; for example, Lu et al. (2016) presented a study of an innovative method for the optimization of the hydrodynamic performance of a bulbous bow while considering different conditions [24]. Zhang et al. (2017) presented research on the optimal bulbous bow shape based on the newly improved PSO algorithm. ...
Article
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In this study, the effect of bow shape on resistance acting on a hull in regular head waves was investigated by applying a commercial Computational Fluid Dynamics (CFD) code. For this purpose, the hydrodynamic performance as well as the resistance of ships with blunt and bulbous bows were simulated. By analyzing the obtained CFD simulation results, the effects of the bow shape on the hydrodynamic performance and resistance of the ships were found. A new bulbous bow shape with drastically reduced added resistance acting on the hull in waves is proposed. Finally, the obtained CFD results for the hydrodynamic performance of ships are presented.