Hydrodynamic Propulsion and Its Optimization

Analytic Theory

Gebonden Engels 1994 1995e druk 9780792332015
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Samenvatting

HYDRODYNAMIC PROPULSION AND ITS OPTIMIZATION ANALYTIC THEORY Hydrodynamic propulsion has been of major interest ever since craft took to the water. In the course of time, many attempts have been made to invent, develop, or to improve hydrodynamic propulsion devices. Remarkable achievements in this field were made essentially by experienced individuals, who were in need of reliable propulsion units such as paddle wheels, sculling devices, screw propellers, and of course, sails. The problem of minimizing the amount of input energy for a prescribed effective output was first investigated seriously at the beginning of this century. In 1919, BETZ presented a paper on air-screw propellers with minimum consumption of energy which could be applied to ship-screw propellers also. Next, attempts were made to optimize hydrodynamic propulsion units. Ensuing investigations concerned the optimization of the hydrodynamic system: ship-propeller. The first simple theory of ship propulsion which was presented considered more or less only thrust augmentation, wake processing and modification of propeller characteristics when operating behind the ships hull. This theory has been little improved meanwhile and is still useful, particularly with regard to practical ship design and for evaluating results of ship model tests. However, this theory is not adequate for optimization procedures necessary for high-technology propulsion, particularly for ship propellers utilizing propulsion improving devices such as tip end plates or tip fins at the propeller blades, spoilers in front of the propeller, asymmetrical stern etc.

Specificaties

ISBN13:9780792332015
Taal:Engels
Bindwijze:gebonden
Aantal pagina's:376
Uitgever:Springer Netherlands
Druk:1995

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Inhoudsopgave

Preface. 1: Basic Hydrodynamics. 2: The Actuator Surface. 3: The Ship Screw. 4: Unsteady Propulsion. 5: Optimization Theory. 6: Applications of Optimization Theory. 7: On the Existence of Optimum Propulsion. Appendices: A. The Hilbert Problem. B. Curvilinear Coordinates. C. Some Identities. D. On Linear Partial Differential Equations. E. Dimensional Analysis. References. Index.

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        Hydrodynamic Propulsion and Its Optimization