7. Relations among Integral Representations, Multipole Expansions and Series Representations of Velocity Potentials in Ship Motion Theory

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概要

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• The present paper gives the mathematical proof of the equality of the multipole expansions or series representations to the integral ones of the velocity potentials in the theory of ship motions in the cases of 2D with advance speed and 3D with and without advance speed. The coefficients of the series are represented in terms of the source distributions in the integral representations. In order to show the usefulness of the series representations some applications of them to ship motion problems are discussed.

• 社団法人日本船舶海洋工学会の論文

著者

• Takagi Matao

  Hitachi Shipbuilding & Engineering Co. Ltd

• Takagi Matao

  Hitachi Zosen Corporation Dr. Eng.

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• 7. Relations among Integral Representations, Multipole Expansions and Series Representations of Velocity Potentials in Ship Motion Theory

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