The invention relates to a method and a device for increasing the efficiency of jet drives by recuperating effective power from the propulsion flow. It is described as a propulsion system for aircraft but can generally be used for the propulsion of all types of vehicles. These include aircraft, land vehicles, and ships.
State-of-the-art jet drives convey air or water with the aid of a propulsor and generate a jet of high velocity which is ejected backwards against the direction of travel. The propulsor is driven by a driving engine, which can be a thermal engine or an electric motor. According to the general propulsion theory, a thrust force results from the difference of the flow impulses at the balance limits of a jet drive. This theory is based on Newton's laws of force, and thus thrust arises as a reaction to inertial forces from the acceleration of stationary fluids. It is used to power vehicles.
The efficiency of jet drives is the ratio of thrust power to power applied. The thrust power is the product of the thrust force multiplied by the velocity of the vehicle. It is required to move the vehicle through air or water. The power applied is mechanical shaft power for the propulsor from the driving engine. This includes the losses of kinetic energy in the downstream flow of the jet drive. In addition, there are heat losses from the driving engine.
The energy consumption of jet drives is characterized by the thrust-specific power, which is the drive power P per thrust F. It is measured in watts per newton, which is a velocity. According to Rankine's theory, the thrust-specific power of the simple jet drive results as an arithmetic mean of the velocities of inflow ν and outflow c of the propeller. This includes the jet losses in the wake current, but not the heat losses of the driving engine.
In order to increase the efficiency of a jet drive, its thrust-specific power must be reduced. Mathematically, it means reducing the numerator of the fraction or increasing its denominator. The theory according to Rankine is therefore extended by an additional power ΔP and an additional force ΔF and you get:
The quotient
is always less than the original value according to Rankine
if the additional power ΔP is negative and the additional force ΔF is positive. Exactly then the drive is more efficient than before. From a thermodynamic point of view, power is negative if it is delivered by a machine and is available as effective power for a drive. A force is positive when it acts in the direction of motion.
An effective power can be obtained by recuperating energy from the propulsion flow. In ships, the Grim vane wheel is known here to recover energy in the wake flow of the ship's propeller with an axial flow engine and to increase the efficiency of the drive. A disadvantage here is the interference between propeller and vane wheel, with a high dynamic load on all blades and a loss of thrust on the main propeller. In aircraft, a recuperation of effective power from the propulsion flow is not known.
It is the object of the invention to find a method and a device with which the efficiency of jet drives can be increased by recuperating effective power from the propulsion flow not only on ships but also on aircrafts. In this case, the dynamic load of the propeller from flow interferences should be lower than before. The object is fulfilled by a method according to claim 1 and a device according to claim 4 and following.
1. Representation of a jet drive with all main components as a possible embodiment example of the invention,
2. Representation of the principle of action for the recuperation of energy from the propulsion flow,
3. Representation of the flow forces at the rotor of the radial turbine,
4. Example of a fuselage integration of the drive.
5. Example with power output to an open rotor.
The propeller of the jet drive generates a propulsion flow. This is used here to drive a radial turbine, the additional power of which is transmitted via a transmission to the drive shaft of the propeller. This relieves the load on the driving engine. The radial turbine is designed in such a way that the flow forces generated at its blades comprise both a tangential force component Ft in the direction of rotation as well as an axial force component Fx in the direction of motion. The tangential component produces a torque at the radial turbine. This results in the additional power ΔP. The additional thrust ΔF results from the axial force component.
of the efficiency of the drive increases.
With the angle of inclination φ one can split the lifting force Fa into a radial component Fr and a tangential component Ft. The radial component Fr acts against the centrifugal force from the rotation. It relieves the blades. The tangential component Ft causes the torque for the additional power.
The longitudinal section according to
In ships, the recovery of effective power from the wake current flow of the propeller is known as the Grim vane wheel. This is an axial flow machine. Now power is recovered from the inflow with the help of a radial flow machine. In contrast to known radial turbines, a guide apparatus is missing.
The new principle of recuperation of power from the propulsion flow can be carried out with air or water or with another fluid. This allows the required power of the driving engine (9) to be considerably reduced. The invention is particularly suitable for drives with electric motors.
For low velocities it may be advantageous to transfer only a first part of the power of the radial turbine (6) to the propeller shaft (1). A second part can be given directly to an open rotor (10), the propeller blades (11) of which are firmly connected to the radial turbine (6). In this case, the open rotor (10) is directly driven by the radial turbine (6).
1 Drive shaft
2 Transmission (mechanical, magnetic, fluid)
3 Shaft tunnel
5 Propeller housing
6 Radial turbine
8 Ball bearing
9 Driving engine (thermal engine or electric motor)
10 Open rotor
11 Propeller blade
C Jet velocity (propeller theory of Rankine)
C Absolute flow velocity (velocity triangle)
F0 Thrust according to propeller theory by Rankine
ΔF Additional force
Fa Lifting force
Fr Force component in the radial direction
Ft Force component in the tangential direction
Fx Force component in the axial direction
Pa External pressure, outside the radial turbine
Pi Internal pressure, inside the radial turbine
P Drive power
P0 Drive power according to Rankine's propeller theory
ΔP Additional power
ra Outer radius
ri Inside radius
u Peripheral velocity (velocity triangle)
v Cruising velocity (Rankine's propeller theory)
Vi Volume in the interior of the radial turbine
w Relative flow velocity (velocity triangle)
x Longitudinal coordinate of a rotor section (xx=x0. . . x1)
φ Radial inclination angle of the blade force
Number | Date | Country | Kind |
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00692/17 | May 2017 | CH | national |
Filing Document | Filing Date | Country | Kind |
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PCT/EP2018/063914 | 5/28/2018 | WO | 00 |