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Practical Ship Hydrodynamics

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2<br />

Propellers<br />

2.1 Introduction<br />

<strong>Ship</strong>s are predominantly equipped with ‘simple’ screw propellers. Special<br />

means of propulsion include:<br />

ž nozzled propellers<br />

ž waterjets<br />

ž surface-piercing propellers<br />

ž contra-rotating propellers (almost exclusively for torpedoes)<br />

ž azimuthing propellers<br />

ž Voith–Schneider propellers<br />

These are discussed in more detail by Schneekluth and Bertram (1998). In the<br />

past, paddle-wheels played a large role for river boats, but have been largely<br />

replaced now by propellers or waterjets. We will limit ourselves here to ships<br />

equipped with propellers. Waterjets as alternative propulsive systems for fast<br />

ships, or ships operating in extremely shallow water are discussed by, e.g.,<br />

Allison (1993), Kruppa (1994), and Terswiga (1996). The Royal Institution<br />

of Naval Architects has in addition hosted dedicated conferences on waterjet<br />

propulsion in 1994 and 1998 and the ITTC has a subcommittee reviewing the<br />

continuing progress on waterjets.<br />

Propellers turning clockwise seen from aft are ‘right-handed’. In twin-screw<br />

ships, the starboard propeller is usually right-handed and the port propeller<br />

left-handed. The propellers are then turning outwards.<br />

The propeller geometry is given in technical drawings following a special<br />

convention, or in thousands of offset points or spline surface descriptions,<br />

similar to the ship geometry. The complex propeller geometry is usually characterized<br />

by a few parameters. These include (Fig. 2.1):<br />

ž propeller diameter D<br />

ž boss (or hub) diameter d<br />

ž propeller blade number Z<br />

ž propeller pitch P<br />

A propeller may be approximated by a part of a helicoidal surface which in<br />

rotation screws its way through the water. A helicoidal surface is generated<br />

as follows. Consider a line AB perpendicular to a line AA 0 as shown in<br />

Fig. 2.2. AB rotates around the axis of AA 0 with uniform angular velocity<br />

37

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