TECHNICAL FIELD
[0001] The present invention relates to a device for propelling ships.
BACKGROUND ART
[0002] Ship propelling devices include a tandem propeller device comprising at least two
propellers mounted on a propeller shaft and spaced apart longitudinally of the shaft
(Unexamined Japanese Patent Publication SHO 57-205297), a tandem propeller device
comprising front and rear propellers which are different in diameter (Unexamined Japanese
Utility Model Publication SHO 56-30195 and SHO 57-139500), finned propeller boss cap
(Unexamined Japanese Patent Publication SHO 63-154494), etc.
[0003] With the above-mentioned tandem propeller devices, the velocity induced by the front
propeller is in such a direction as to accelerates the water flowing rearwardly of
the propeller and also moves the water in the same direction as the rotation of the
propeller, consequently giving a lower efficiency to the rear propeller which operates
in the rearward flow produced by the front propeller. It has therefore been difficult
to improve the propeller efficiency of the tandem propeller device.
[0004] The tandem propeller device will be described generally with reference to FIGS. 9
to 11 and FIGS. 30 and 31.
[0005] FIG. 9 is a diagram showing a propeller blade as it is seen from the rudder side.
In FIG. 9, R is the radius of the propeller, and r is an optional radial position.
[0006] FIG. 10 shows the propeller blade in section taken along a cylinder with the radius
r and developed to a plane. The propeller blade has a pitch like screws and a pitch
angle ϑ with respect to the direction of rotation. (The pitch surface is defined by
the so-called nose-tail line through the leading edge of the blade and the trailing
edge thereof.) Further the blade has a camber forwardly of the propeller as seen in
the cross section of FIG. 11.
[0007] When the propeller rotates to advance, the water follows in the direction of βi with
respect to the direction of rotation. (The term "velocity induced by propeller" in
FIG. 10 refers to the flow of water induced by the rotation and advance of the propeller.
The water is drawn into the propeller and moves in the direction of rotation of the
propeller.) The greater the difference between ϑ and βi, i.e., the attack angle ϑ
- βi, and the greater the camber of the blade, the greater is the lift L acting on
the blade.
[0008] The lift L acts perpendicular to the direction of inflow of water, and the component
thereof in the direction of advance is a thrust T, and the component thereof in the
direction of the rotation is a rotation resistance force F.

[0009] The pitch and the camber are so determined that the rotational torque delivered from
the engine is in balance with the rotation resistance torque Q = F x r. The greater
the ratio of the thrust to the rotation resistance force, T/F, the higher is the propeller
efficiency ηo.

[0010] Next, the tandem propeller will be discussed. In the case of the tandem propeller,
the front propeller is positioned in front of the rear propeller and is therefore
subjected to the velocity induced by the rear propeller, so that βi is slightly greater,
i.e., βi' as shown in FIG. 30. As a result, as will be apparent from Expression (2),
ηo becomes smaller, hence a lower propeller efficiency.
[0011] Similarly, the rear propeller, which is positioned in the rearward flow from the
front propeller, is subjected to the velocity induced by the front propeller (the
propeller-induced velocity increases due to acceleration as the water flows rearward)
and further to the velocity induced by the rear propeller itself, with the result
that βi becomes greater, i.e., βi'' as shown in FIG. 31. The rotational torque delivered
from the engine may be absorbed by the combination of the front and rear propellers,
while the diameter, pitch, etc. of the front and rear propellers are variable. Accordingly,
although some conclusion as to the improvement of efficiency can not be obtained only
from the above explanation, it is apparent that the induced velocities of the front
and rear propellers adversely affect each other to make it difficult to achieve an
improved propeller efficiency.
[0012] Next, the relationship between the propeller efficiency and the propeller-induced
velocity, especially the propeller-induced velocity in a ship stern wake, will be
discussed with reference to calculation examples based on the propeller lifting surface
theory and the propeller theory of infinite number of blades. The propeller-induced
velocity varies with the position with respect to the radial direction or front-rear
direction of the propeller. As an example, FIGS. 20 and 21, solid curves represent
the values obtained according to the propeller lifting surface theory and the propeller
theory of infinite number of blades for a propeller designed for ships of medium speeds
when the propeller is in rotation in a uniform flow. FIG. 20 shows a distribution
of propeller-induced velocities at the position of the propeller along the radial
direction thereof. FIG. 21 shows a distribution of propeller-induced velocities in
the front direction at r/R = 0.3. In these diagrams, Wx is the velocity of a propeller-induced
flow which is drawn into the propeller and forced out rearwardly thereof, and Wϑ is
the velocity of a propeller-induced flow which is produced in the same direction as
the propeller rotation. It is seen that both Wx and Wϑ increase greatly at the position
of the propeller.
[0013] In actually, the propeller operates in a complex stern flow of water, and the propeller-induced
velocity therefore varies. The flow at the position of the propeller in the stern
will be considered. Since the water has viscosity, the water near the surface of the
hull is dragged by the ship, so that the flow at the position of propeller has a velocity
Vs(l - W) which is slightly smaller than the velocity Vs of the ship. Vs·W is the
velocity of water dragged along by the ship. This flow is termed a "wake," and W is
termed a "wake coefficient." The wake has an uneven distribution in the disk of propeller.
(This distribution is termed "wake distribution.") FIG. 22 shows the wake distribution
of ships of medium speed. Generally, with common merchant ships, the wake is great
and the flow into the propeller has a low velocity at the central portion but the
wake diminishes toward the outer ends of blades with increasing the velocity of the
flow into the propeller as shown in FIG. 22. FIGS. 20 and 21, broken curves represent
calculated propeller-induced velocities when the propeller is in rotation in the wake.
It is seen that over the r/R range of 0.2 to 0.6 in which the wake is great, the propeller-induced
velocity is much higher in the wake than in the uniform flow.
[0014] The propeller-induced velocity results in a lower propeller thrust and an increased
rotation resistance torque, i.e., a lower propeller efficiency. FIGS. 23 and 24 show
the radial distributions of decreases in the thrust and increases in the rotation
resistance torque, respectively, corresponding to the propeller-induced velocities
of FIG. 20 (as calculated based on the propeller lifting surface theory). The solid
line represents the result in the uniform flow, and the broken line the result in
the wake. The decrease in the thrust due to the propeller-induced velocity is 4% of
the propeller thrust in the uniform flow but is as great as 10% of the thrust in the
wake. The increase in the rotation resistance torque due to the induced velocity is
21% of the whole in the uniform flow but is as great as 28% in the wake. FIGS. 23
and 24 indicate that the decrease and increase concentrically occur in the r/R range
of 0.2 to 0.6 where the wake is great.
[0015] The finned propeller boss cap (hereinafter referred to briefly as "PBCF") disclosed
in Unexamined Japanese Patent Publication SHO 63-154494 comprises a propeller boss
cap having fins. The fins act as plates for guiding the water flow in the rear of
the propeller boss cap toward such a direction as to inhibit hub vortices, diffusing
hub vortices to decrease the drag induced by vortices on the propeller blades. However,
the propeller efficiency is dependent on the propeller-induced velocity, especially
that in the uneven stern wake, as already stated. Accordingly, the effect expected
of the PBCF can not be fully achieved unless the problem associated with the induced
velocity is solved.
[0016] A first object of the present invention which has been accomplished to solve the
foregoing problems of the prior art is to provide turbine blades in the rear of propeller
blades to realize an improved propeller efficiency and a reduced torque.
[0017] The propeller basically differs from the turbine in that the former is a device for
giving energy to a fluid to obtain a propelling force from the resulting reaction,
whereas the latter is a device for obtaining a rotational torque from the energy possessed
by a fluid. The velocities induced by the two devices are in exactly opposite directions
to each other. We have attained the above first object directing attention to this
basic difference.
[0018] A second object of the present invention is to provide a ship propelling device comprising
turbine blades disposed in the rear of propeller blades, the turbine blades being
prepared separately from a propeller boss and a propeller cap and removably provided
on the propeller boss or between the boss and the propeller cap, the propelling device
therefore being so adapted that an existing cap is usable as it is for an existing
propeller.
DISCLOSURE OF THE INVENTION
[0019] To fulfill the first object, the present invention provides the following technical
means.
[0020] More specifically, the present invention provides a ship propelling device having
mounted on a propeller shaft 1 propeller blades 2 and turbine blades 3, the device
being characterized in that the propeller blades 2 are arranged at a front position
with the turbine blades arranged at a rear position, the axial distance ℓ between
both the blades 2, 3 being at least 6%, the number of turbine blades 3 being the number
of propeller blades 2 multiplied by an integer, the diameter of the turbine blades
3 being 33 to 60% of the diameter of the propeller blades 2.
[0021] The axial distance ℓ is a value (%) obtained by dividing the distance between the
center lines of the respective blades 2, 3 by the diameter of the propeller.
[0022] Further according to a preferred embodiment of the present invention, the pitch angle
ϑ
P of the propeller blades 2 and the pitch angle ϑ
T of the turbine blades 3 satisfy the relation of ϑ
T ≦ ϑ
P + 20° at a position of 0.3 ≦ r/R ≦ 0.6, whereby the first object is achieved.
[0023] To fulfill the second object, the present invention provides according to a further
preferred embodiment the following technical means.
[0024] More specifically, the device is characterized in that the turbine blades 3 disposed
in the rear of the propeller blades 2 each have a flange 13A at the base portion thereof,
the flange 13A being removably fastened to the outer periphery of a propeller boss
2A with screws. Alternatively, the device is characterized in that the turbine blades
3 disposed in the rear of the propeller blades 2 have a ring 3A at their base portions,
the ring 3A being removably fixedly interposed between a propeller boss 2A and a propeller
cap 4 in the rear of the boss 2A. The device is further characterized in that the
turbine blades 3 are formed integrally with the ring 3A. Alternatively, the device
is characterized in that the turbine blades 3 are removably fixed to the ring 3A by
screw fastening means. Further alternatively, the device is characterized in that
the turbine blades 3 are each removably fitted in a dovetail groove 3B formed in the
outer periphery of the ring 3A axially thereof.
BRIEF DESCRIPTION OF THE DRAWINGS
[0025]
FIG. 1 is a front view showing an embodiment of the invention;
FIG. 2 is a side elevation of the same;
FIG. 3 is a diagram of flow into the blade section of front propeller of the embodiment;
FIG. 4 is a diagram of flow into the turbine blade section of the embodiment;
FIG. 5 is a diagram illustrating the position of the propeller blade and the turbine
blade relative to each other with respect to the front-rear direction;
FIG. 6 is a graph showing the relationship between the increase in propeller efficiency
and the position of turbine blades;
FIG. 7 is a graph showing the relationship between the increase in propeller efficiency
and the number of turbine blades;
FIG. 8 is a graph showing the relationship between the increase in propeller efficiency
and the turbine blade diameter;
FIG. 9 is a front view of one propeller blade;
FIG. 10 is a diagram of flow into a blade section;
FIG. 11 is a sectional view showing the camber of the propeller blade;
FIGS. 12 and 13 are fragmentary side elevations showing two embodiments of the invention
wherein turbine blades are interposed between a propeller boss and a propeller cap;
FIGS. 14 to 16 are front views showing three examples of how to attach the turbine
blades to a ring;
FIG. 17 is a fragmentary side elevation showing the turbine blade as attached to the
propeller boss by a flange;
FIG. 18 is a side elevation of the flanged turbine blade;
FIG. 19 is a plan view of the same;
FIG. 20 is a graph showing a radial distribution of propeller-induced velocities (at
the position of propeller);
FIG. 21 is a graph showing a distribution of propeller-induced velocities in the front-rear
direction (r/R = 0.3);
FIG. 22 is a diagram illustrating a wake distribution of medium- speed ships;
FIG. 23 is a graph showing a radial distribution of decreases in thrust due to propeller-induced
velocities;
FIG. 24 is a graph showing a radial distribution of increases in rotation resistance
torque due to propeller-induced velocities;
FIG. 25 is a comparative graph showing ϑP and βTi in a uniform flow of a propeller for medium- speed ships;
FIG. 26 is a comparative graph showing ϑp and βTi in a wake of the propeller for medium- speed ships;
FIG. 27 is a comparative graph showing ϑP and βTi in wake of another propeller for medium- speed ships;
FIG. 28 is a comparative graph showing ϑP and βTi in a wake of a propeller for high- speed ships;
FIG. 29 is a graph showing the relationship between zero lift angle and the camber
ratio;
FIG. 30 is a diagram of flow into the blade section of front propeller of a conventional
tandem propeller device; and
FIG. 31 is a diagram of flow into the blade section of rear propeller of the same.
BEST MODE OF CARRYING OUT THE INVENTION
[0026] Embodiments of the present invention and the operation thereof will be described
below with reference to the drawings.
[0027] FIGS. 1 and 2 show a ship propelling device having mounted on a propeller shaft 1
propeller blades 2 at a front position (with respect to the direction of advance or
toward the hull side) and turbine blades 3 at a rear position, the axial distance
ℓ (see FIG. 5) between both the blades 2, 3 being at least 6%, the number of turbine
blades 3 being the number of propeller blades 2 multiplied by an integer, the diameter
of the turbine blades 3 being 33 to 60% of the diameter of the propeller blades 2.
In FIG. 2, indicated at 2A is a propeller boss, and at 4 a cap.
[0028] The axial distance ℓ is a value (%) obtained by driving the distance between the
center lines of the respective blades 2, 3 by the diameter of the propeller (see FIG.
5).
[0029] The geometric configuration of the propeller blade 2 and the turbine blade 3 are
so designed that the pitch and the camber of the propeller blade satisfy the expression

and that those of the turbine blade satisfy the expression

In the expressions, α0 is the zero lift angle of the blade section (i.e. the angle
the direction of inflow of water makes with the pitch surface when the lift is zero).
It is positive when the camber is directed forward, is negative when the camber is
directed rearward, or is zero when the camber is zero.
[0030] The propeller basically differs from the turbine in that the former (propeller) is
a device for giving energy to a fluid to obtain a propelling force from the resulting
reaction, whereas the latter (turbine) is a device for obtaining a rotational torque
from the energy possessed by a fluid
[0031] FIGS. 3 and 4 are diagrams of flow into the front propeller blade section and into
the rear turbine blade section, respectively, of the propeller having turbine blades.
With the propeller blade shown in FIG. 3, a rotational torque corresponding to a rotation
resistance force F
p' is given to obtain a thrust T
p', whereas with the turbine blade shown in FIG. 4, the thrust acts as a rearward resistance
force -T
T'', while the rotation resistance force acts as a force -F
T'' to reduce the force. The propeller produces a thrust, whereas the turbine blade
obtains energy from a rearward flow from the propeller to serve only as an auxiliary
blade to reduce the rotation resistance torque. In this respect, the propeller provided
with the turbine blades is a device entirely different from the tandem propeller device.
[0032] The direction of the velocity induced by turbine blades is exactly opposite to the
direction of the velocity induced by the propeller. The flow induced by the propeller
is drawn into the propeller and also follows the direction of rotation of the propeller,
but the velocity induced by the turbine blades forces the flow forward and rotates
the flow in a direction opposite to the direction of rotation of the propeller.
[0033] The efficiency of the propeller having the turbine blades will be considered. With
respect to the front propeller, β
Pi decreases to β'
Pi owing to the velocity induced by the turbine blades, consequently improving the efficiency
of the front propeller. With respect to the rear turbine blades, the greater β
i, the higher is the efficiency since the direction of the force produced is opposite
to that of the propeller. A still higher efficiency can be achieved if it is possible
to design the turbine blades so that β
Ti of the turbine blades has the following relationship with β
Pi of the propeller blades.

In the front side of the propeller, β
Ti is small, but if the turbine blades are provided in the rear of the propeller, the
propeller-induced velocity is accelerated to give an increased β
Ti value, hence an advantage. Further when the rearward flow from propeller impinges
on the turbine blade surfaces, the turbine blades act as solid walls and will produce
an effect to block the flow. Especially if positioned in the rearward flow from propeller
which is given an accelerated propeller-induced velocity, the turbine blades will
presumably produce an enhanced blocking effect.
[0034] The foregoing relationship between propeller-induced velocity in the stern wake and
the propeller efficiency appears to indicate that the propeller having the turbine
blades produces an increased effect in the wake and that it is desirable to select
the turbine blade diameter from a range wherein the wake is great.
[0035] Based on the above discussion and the propeller lifting surface theory, calculations
were made of the efficiency in the wake of a four-blade propeller equipped with turbine
blades in the rear of the propeller and designed for use with high- speed ships, the
calculations being made for different numbers and different diameters of turbine blades.
The position of the turbine blades with respect to the front-rear direction or axial
direction of the propeller is expressed in terms of a value ℓ (%) which is obtained
by dividing the distance from the center line of the propeller to the center line
of the turbine blade as measured on the boss surface by the diameter of the propeller.
The position of the turbine blades as disposed in the rear of the propeller is positive
(see FIG. 5). The diameter of turbine blades (blade assembly) is expressed in percentage
based on the diameter of the propeller.
[0036] Table 1 and FIG. 6 show the results of calculations obtained for turbine blades which
are 4 in number and 45% of the propeller diameter in diameter, as disposed at varying
positions of 0%, 13% and 20%. In the table, K
T is a thrust coefficient (= T/ρn²D
P⁴; T: thrust, ρ: density of water, n: number of revolutions of propeller, D
P: propeller diameter), K
Q is a torque coefficient (=Q/ρn²D
P⁵; Q: torque), and Δηo is an increase (%) in efficiency based on the the propeller
efficiency. The table and the graph reveal that an increased propeller efficiency
can be achieved when the turbine blades are disposed rearward from the position of
ℓ = 1%. When efficiency increases of at least 1.8% are to be attained in view of the
design and the manufacturing cost of the turbine blades, ℓ is in the following range.

[0037] Table 2 and FIG. 7 show the results obtained for turbine blades which are disposed
at the position of ℓ = 13%, have diameter of 45% of the propeller diameter and are
4, 8 or 12 in number. The table and the graph reveal that an efficiency increase of
at least 1.8% can be achieved when the number of turbine blades is the number of propeller
blades multiplied by an integer (one to three times the latter).

[0038] Table 3 and FIG. 8 show the results obtained for turbine blades which are disposed
at the position of ℓ = 13% and 4 in number and have a diameter of 25%, 35%, 45%, 55%
or 65% of the propeller diameter. The table and the graph show that an increase in
the turbine blade diameter results in a greater increase in efficiency, whereas an
excessive increase in the diameter conversely decreases the efficiency, indicating
that efficiency increases of at least 1.8% can be achieved when the turbine blade
diameter is in the following range.

[0039] Next, the correlation between the pitch angle of the front propeller and the pitch
angle of the rear turbine was checked. Basically, if the pitch and the camber of the
rear blades are so determined as to satisfy Expression (4), the blades serve as turbine
blades. Using some symbols in FIG. 4, Expression (4) can be rewritten as:

where α
T0: zero lift angle of rear turbine blades. Now suppose the camber of the rear blades
is zero, that is, the blades are flat plates. α
T0 is then zero, and Expression (4)' becomes:

[0040] Further if the pitch angle ϑ
T of the rear blades are made to coincide with the direction β
Ti of the rearward flow from the propeller, the velocity induced by the rear blades
becomes zero, and β'
Ti equals β
Ti. Thus when the pitch angle of the rear blades which are in the form of flat plates
satisfies the relation:

the rear blades serve as turbine blades.
[0041] Accordingly, β
Ti was calculated based on the propeller lifting surface theory and the propeller theory
of infinite number of blades, for comparison with the pitch ϑ
P of propellers. FIGS. 25 to 28 show the results of comparison. FIG. 25 shows the results
in a uniform flow of a propeller for medium- speed ships, FIG. 26 shows results in
a wake of the same propeller as in FIG. 25, FIG. 27 shows the results in a wake of
other propeller for medium- speed ships, and FIG. 28 shows the results in a wake of
a propeller for high-speed ships. In these graphs, β
Ti(0), β
Ti(10) and β
Ti(20) mean β
Ti at ℓ of 0%, 10% and 20%, respectively.
[0042] These results indicate that

at a position of ℓ > 6% although the flows into the propellers are different or the
propellers are different. When the expression is substituted in Expression (9),

Expression (11) is for flat plates. When the plates are cambered, we obtain:

FIG. 29 shows an example of relationship between the camber ratio (i.e. camber/blade
width) and α0. It is seen from FIG. 29 that a 1% variation in the camber ratio alters
the zero lift angle by about 1°. When the turbine blades are given a camber rearward
and if the camber ratio is up to 20% if highest, Expression (12) becomes:

(In Expressions (10) to (13), R is the radius of the propeller.) when the pitch angle
of the rear blades is so determined as to satisfy Expression (13) at a position of
0.3 to 0.6 in r/R, the blades serve as turbine blades, of which the foregoing advantages
is expected.
At a position of r/R < 0.3, β
Ti markedly increases, and even if ϑ
T is a considerably great value, the blades act as turbine blades, so that no specific
limit is given herein. Further even when ϑ
T is so determined as not to satisfy Expression (13) in a portion of the r/R range
of from 0.3 to 0.6, the overall blade assembly can be so designed as to function as
turbine blades, whereas the above-mentioned advantage will then diminishes.
[0043] FIGS. 12 to 19 show some embodiments of means for installing the turbine blades 3
in place.
[0044] With reference to FIGS. 12 and 13, the turbine blades 3 are provided at their base
portions with a ring 3A, which is interposed between a propeller boss 2A and a propeller
cap 4 in the rear of the boss, fitted around a propeller shaft 1 and removably fixed
in position with bolts 5, 6, 7. With the embodiment shown in FIG. 12, the propeller
boss 2A, ring 3A and cap 4 are fastened together with bolts 5. In the case of FIG.
13, the ring 3A is fastened to the propeller boss 2A with bolts 6, and the cap 4 is
fastened to the ring 3A with bolts 7. As seen in FIGS. 14 to 16, the bolts 5, 6, 7
are inserted through bolt holes 3C formed in the ring 3A axially thereof in a radial
arrangement for fastening.
[0045] FIGS. 17 to 19 show embodiments wherein the turbine blades 3 are removably fixed
to the outer periphery of the propeller boss 2A with screw fastening means. Each turbine
blade 3 is provided at its base portion with a flange 13A in the form of a flat plate
and having fastening holes 13B. With the flange 13A placed on the outer periphery
of the propeller boss 2A, bolts 13C are inserted through the respective fastening
holes 13B and driven into female screws formed in the boss.
[0046] FIGS. 14 to 16 show relationships between the ring 3A and the turbine blades 3. The
ring 3A of FIG. 14 is formed in its outer periphery with axial dovetail grooves 3B
in a radial arrangement. With the end face of base portion of each turbine blade 3
placed on the outer periphery of the ring 3A, a dovetail 3D formed at the base portion
of the turbine blade 3 is axially fitted into the dovetail groove 3B. The dovetail
3D is axially restrained by the propeller boss 2A and cap 4.
[0047] With the embodiment of FIG. 15, the turbine blades 3 and the ring 3A are integrally
formed by casting, welding or the like. Incidentally with the embodiment of FIGS.
17 to 19, the turbine blade 3 and the flange 13A are similarly made integrally.
[0048] FIG. 16 shows an embodiment wherein the ring 3A has attaching holes 3E in a radial
arrangement, and a projection 3D having a threaded portion is inserted through the
hole 3E and fastened with a nut 8.
[0049] The ring 3A of some of the above embodiments can be in the form of a divided ring.
The turbine blades 3 can be provided with means for adjusting the angle of the blade
as attached.
[0050] The turbine blades 3, and the ring 3A or flanges 13A can be made of the same material
as the propeller (e.g., copper alloy), or of FRP or like composite material.
[0051] According to the present invention described above, turbine blades are provided in
the rear of propeller blades, so that the device produces a greater effect when the
velocity induced by the propeller is higher, that is, when the rearward flow from
the propeller has a higher velocity and also when the flow following the direction
of rotation is greater, hence an improved propeller efficiency.
[0052] When the propellers of ships in service become no longer rotable lightly (efficiently)
owing to the staining or degradation of the hull or to an overage machine, the turbine
blades which assure a reduced torque can be attached to the propeller to render the
propeller rotatable lightly.
[0053] The turbine blades are provided at their base portions with flanges or a ring, and
the flanges are removably attached to the outer periphery of the propeller boss or
the ring is removably provided between the boss and the propeller cap. This arrangement
makes it possible to use an existing cap as it is for an existing propeller to provide
a propelling device having the turbine blades at a low cost. When the ring is given
a suitable wall thickness, the turbine blades can be attached thereto is integral
members, or by welding, fitting or fastening with bolts, with considerably great freedom,
hence facilitated design and manufacture.
INDUSTRIAL APPLICATION
[0054] The present invention can be utilized for ship propelling devices having propeller
blades and turbine blades mounted on a propeller shaft.
1. Schiffsantriebvorrichtung, bei der Propellerblätter (2) und Turbinenblätter (3) an
einer Propellerwelle (1) montiert sind, die Vorrichtung ist dadurch gekennzeichnet,
daß die Propellerblätter (2) an einer vorwärtigen Position bei an einer rückwärtigen
Position angeordneten Turbinenblättern (3) angeordnet sind, der axiale Abstand ℓ zwischen
den Blättern (2), (3) wenigstens 6% beträgt, die Anzahl der Turbinenblätter (3) die
mit einer ganzen Zahl multiplizierte Anzahl der Propellerblätter (2) ist und der Durchmesser
der Turbinenblätter (3) 33 bis 60% des Durchmessers der Propellerblätter (2) beträgt,
wobei der axiale Abstand ℓ ein Wert (%) ist, der durch Dividieren des Abstandes zwischen
den Mittellinien der jeweiligen Blätter (2), (3) mit dem Durchmesser der Propellerblätter
erhalten wird.
2. Schiffsantriebvorrichtung, wie im Anspruch 1 definiert, in welcher der Anstellwinkel
(ϑP) der Propellerblätter (2) und der Anstellwinkel (ϑT) der Turbinenblätter (3) die Beziehung ϑT ≦ ϑP + 20° an einer Position 0,3 ≦ r/R ≦ 0,6 erfüllen, worin R der Radius der Propellerblätter
und r eine fakultative radiale Position sind.
3. Schiffsantriebvorrichtung, wie im Anspruch 1 definiert, in welcher jedes der hinter
den Propellerblättern (2) angeordneten Turbinenblätter (3) an seinem Basisteil einen
Flansch (13A) hat, wobei der Flansch (13A) lösbar am Außenumfang einer Propellernabe
(2A) durch Schrauben befestigt ist.
4. Schiffsantriebvorrichtung, wie im Anspruch 1 definiert, in welcher die hinter den
Propellerblättern (2) angeordneten Turbinenblätter (3) einen Ring (3A) an ihren Basisteilen
besitzen, wobei der Ring (3A) lösbar ortsfest zwischen eine Propellernabe (2A) und
eine Propellerkappe (4) hinter der Nabe (2A) eingesetzt ist.
5. Schiffsantriebvorrichtung, wie in Anspruch 4 definiert, in welcher die Turbinenblätter
(3) einstückig mit dem Ring (3A) ausgebildet sind.
6. Schiffsantriebvorrichtung, wie in Anspruch 4 definiert, in welcher die Turbinenblätter
(3) lösbar am Ring (3A) durch Schraubverbindungsmittel befestigt sind.
7. Schiffsantriebvorrichtung, wie in Anspruch 4 definiert, in welcher jedes der Turbinenblätter
(3) lösbar in eine Schwalbenschwanznut (3B), die in der Außenumfangsfläche des Ringes
(3A) in dessen axialer Richtung ausgebildet ist, eingebaut ist.