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Added Masses of Ship Structures

Part of the Fluid Mechanics and Its Applications Book Series (volume 88)

DOI: 10.1007/978-1-4020-9432-3

ISBN: 978-1-4020-9431-6

Publisher: Springer Netherlands - Springer Journals

Jan 1, 2009

1 - 9 of 9 Chapters

Available

General Discussion of Body Motion in an Ideal Infinite Fluid

Korotkin, Alexandr I.

Pages: 1 –20

[The notion of added mass was first introduced by Dubua in 1776 (see [Birkhoff, G.: Hydrodynamics. Princeton Univ. Press, Princeton (1960)]), who experimentally studied the small oscillations of a spherical pendulum. An exact mathematical expression for the added mass of a sphere was obtained by...
Available

The Added Masses of Planar Contours Moving in an Ideal Unlimited Fluid

Korotkin, Alexandr I.

Pages: 21 –79

[For calculation of added masses of various elongated bodies the planar sections technique (see Chap. 3) is widely applied. Application of this method requires a knowledge of the added masses of corresponding cross sections in a planar flow. Theory of functions of a complex variable allows us to...
Available

Added Masses of Three-Dimensional Bodies in Infinite Fluid

Korotkin, Alexandr I.

Pages: 81 –102

[From the general expressions for added masses of a solid body moving in fluid (1.12) one sees that the added masses and moments can be computed if one knows the potentials of velocity fields arising in the fluid under the motion of the body along and around coordinate axes. Therefore, the...
Available

Added Masses of Interacting Bodies

Korotkin, Alexandr I.

Pages: 103 –130

[If a body is moving in a fluid close to other bodies (moving or not), then its added masses differ from the added masses corresponding to motion in an infinite fluid. This difference arises due to different boundary conditions: for an isolated body in an infinite fluid one has only a boundary...
Available

Added Masses of Bodies Moving Close to a Free Surface

Korotkin, Alexandr I.

Pages: 131 –255

[Description of motion of a body near a free surface of a fluid is significantly different from description of body motion in an infinite fluid. The difference is due to the presence of a boundary condition (constancy of pressure) on the free surface. Below we consider typical ways of dealing...
Available

Added Masses under Elastic Oscillations of Structures and Their Components

Korotkin, Alexandr I.

Pages: 257 –309

[Here we discuss oscillations of the surface of a body immersed in a fluid and computation of added masses of the body under such oscillations. Oscillations of this type typically occur as local oscillations of the hull surface. We give examples of computation of added masses in typical model...
Available

Elastic One-Dimensional Oscillations of an Elongated Body in Fluid: Reduction Coefficients

Korotkin, Alexandr I.

Pages: 311 –331

[In this section we discuss a way to describe elastic oscillations of an elongated body (say, a hull) in a fluid along the long axis of the body. Assuming that the shape of cross-sections of the body remains unchanged under oscillations (i.e., the oscillation is identical to the oscillations of...
Available

Added Masses of a Propeller

Korotkin, Alexandr I.

Pages: 333 –353

[Here we discuss the properties and methods of determination of added masses of a propeller, as well as the influence of the hull on the added masses.]
Available

Methods for Experimental Determination of Added Masses

Korotkin, Alexandr I.

Pages: 355 –379

[There exist two main methods of experimental determination of added masses: the method of small oscillations and the method of electro-hydrodynamic analogy (EHDA). Below we consider these two methods in detail. In the last section we briefly review the existing numerical methods of computation...

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