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On the Volumetric Balanced Variation of Ship Forms
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 Title & Authors
On the Volumetric Balanced Variation of Ship Forms
Kim, Hyun-Cheol;
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This paper aims at contributing to the field of ship design by introducing new systematic variation methods for ship hull forms. Hull form design is generally carried out in two stages. The first is the global variation considering the sectional area curve. Because the geometric properties of a sectional area curve have a decisive effect on the global hydrodynamic properties of ships, the design of a sectional area curve that satisfies various global design conditions, e.g., the displacement, longitudinal center of buoyancy, etc., is important in the initial hull form design stage. The second stage involves the local design of section forms. Section forms affect the local hydrodynamic properties, e.g., the local pressure in the fore- and aftbody. This paper deals with a new method for the systematic variation of sectional area curves. The longitudinal volume distribution of a ship depends on the sectional area curve, which can geometrically be controlled using parametric variation and a variation that uses the modification function. Based on these methods, we suggest a more generalized method in connection with the derivation of the lines for a new design compared to those for similar ships. This is the so-called the volumetric balanced variation (VOB) method for ship forms using a B-spline modification function and an optimization technique. In this paper the global geometric properties of hull forms are totally controlled by the form parameters. We describe the new method and some application examples in detail.
Sectional area curve;Form parameter method;Hull form variation;
 Cited by
Creutz, G., 1977. Curve and Surface Design from Form Parameters by means of B-Splines. (in German), Ph.D. Thesis, Technical University Berlin.

Harries, S., 1998. Parametric Design and Hydrodynamic Optimization of Ship Hull Forms. Ph.D. Thesis, Technical University Berlin.

Kim, H.C., 2004. Parametric Design of Ship Hull Forms with a Complex Multiple Domain Surface Topology. Ph.D. Thesis, Technical University Berlin.

Kim, H.C., Hwangbo, S.M., 2008. Surface Modeling of Forebody's Hull Form Using Form Parameters and Fair-Skinning. Journal of the Society of Naval Architects of Korea, 45(6), 601-610. crossref(new window)

Kim, H.J., Choi, H.J., Chun, H.H., 2007. A Practical Hull Form Optimization Method Using the Parametric Modification Function, Journal of the Society of Naval Architects of Korea, 44(5), 542-550. crossref(new window)

Kim, S.Y., Kim, H.C., 1998. A Development of Neurofuzzy System for a Conceptual Design of Ship. Journal of the Society of Naval Architects of Korea, 35(3), 79-87.

Kim, S.Y., Kim, H.C., Kim, S.H., 1996a. Stern Profile Design using Fuzzy Modeling. Journal of Korean Institute of Intelligent Systems, 6(2), 90-96

Kim, S.Y., Kim, H.C., Lee, Y.S., 1996b. Initial Hull Form Design using Fuzzy Modeling. Ship Technology Research, 43, 175-180.

Kim, S.Y., Kim, H.C., Yeo, K.H., Kim, M.J., 1998. Generation of Sectional Area Curve using an ANFIS and a B-spline Curve. Journal of Ocean Engineering and Technology, 12(3), 96-102.

Lackenby, H., 1950. On the Systematic Geometrical Variation of Ship Forms. RINA Transactions, 92, 289-309.

Rogers, D.F., Adams, J.A., 1990. Mathematical Elements for Computer Graphics. 2nd Edition, McGraw-Hill Publishing Company.

Son, H.J., Kim, H.C., 2008. Remodeling of Hull Form and Calculation of Design Parameters using Cubic Composite Spline. Transactions of the Society of CAD/CAM Engineers, 13(6), 440-449.