Background of the Invention
The present application relates to load shift transmissions with stepless hydrostatic gearing, i.e. steplessly working hydrostatic-mechanical load shift transmissions, which are advantageously suitable for motor vehicles since they are steplessly adjustable over a wide range, and in addition have good efficiency. The relatively large adjustment range permits the operation of combustion-power engines on advantageous performance lines. Such lines can be, for example, the curve for minimal fuel consumption or a line for a good acceleration characteristic.
FIG. 8 of EP 0 302 188 A1 shows a hydrostatic-mechanical load shift transmission with a five-shaft planetary gear transmission, which consists of three planetary steps respectively with the members sun gear 1', planet gear carrier s', and ring gear 2', next, sun gear 1", planet gear carrier s", and ring gear 2" as well as sun gear 1'", planet gear carrier s'", and ring gear 2'". The coupled element members 2', 2" and s'" function as drive shaft 1, s' and s" as the slow-running coupling shaft, the ring gear 2'" as the fast-running coupling shaft, the sun gear 1' as the connection shaft for the constant-volume displacement machine b, and the joined-together sun gears 1" and 1'" as the coupling shaft for the hydrostatic-mechanical startup.
WO 89/09899 (PTC/EP 89/00348) describes a hydrostatic-mechanical load shift transmission with a five-shaft planetary gear transmission, to which likewise belong three coupled planetary steps, namely the step with sun gear 17, planet gear carrier 12, and ring gear 20, next, the step with sun gear 16, planet gear carrier 19, and ring gear 14, and finally the step with sun gear 22, planet gear carrier 24, and ring gear 25. To the drive shaft pertain the joined element, planet gear carrier 12 and ring gear 14, to the slow-running coupling shaft the coupled elements, ring gear 20 and planet gear carrier 24, to the fast-running coupling shaft the joined sun gears 17 and 22, to the connection of the constant-volume displacement machine 7 the sun gear 16, and finally to the coupling shaft for the hydrostatic-mechanical startup the ring gear 25.
The above-described five-shaft planetary gear transmissions of the hydrostatic-mechanical load shift transmissions are built relatively in a long length and expensively.
The invention thus poses as its problem, to suggest a five-shaft planetary gear transmissions for load shift transmissions with stepless hydrostatic-mechanical gearing, consisting of three joined planetary steps, and having a simplified construction.
Summary of the Invention
The transmission according to the present invention consists of a five-shaft planetary gear transmission, of a steplessly adjustable hydrostatic transmission arranged parallel to it, of gear shifting steps, and of clutch couplings. To the hydrostatic transmission belong a displacement machine with an adjustable displacement volume and a displacement machine with constant displacement volume. One shaft of the planetary gear transmission forms the drive shafts, to which the adjustable displacement machine is linked. The constant-volume displacement machine is joined to a second shaft of a planetary gear transmission. The remaining three shafts represent coupling shafts, which alternately conduct the power to the output shaft via the gear shifting steps. There is a coupling shaft for the hydrostatic-mechanical startup, a fast-running and a slow-running coupling shaft. In the extreme position of the volume-adjustable displacement machine, clutch couplings provide the change of the gear shifting steps without interruption of the tractive force, at synchronous revolution velocities. The five-shaft planetary gear transmission can be build relatively in a short length and can be manufactured at a comparatively modest expense.
Brief Description of the Drawings
FIG. 1 is a schematic drawing of a five-shaft planetary gear transmission according to the present invention;
FIG. 2 is a diagram illustrating a rotational velocity ladder of the five-shaft planetary gear transmission;
FIG. 3 is a diagram illustrating the dependance of the speed of the tractor in relation to the hydrostatic transmission;
FIG. 4 is a diagram illustrating the output torque of the five-shaft gear transmission;
FIG. 5 is a diagram illustrating the power load on the crank shaft P.sub.k of the five-shaft planetary gear transmission;
FIG. 6 is a diagram illustrating the hydrostatic power P.sub.b of the five-shaft planetary gear transmission; and
FIG. 7 is a diagram illustrating the slide wheel power P.sub.gw of the five-shaft planetary gear transmission.
Detailed Description of the Preferred Embodiments
With the design example for a fully reversible tractor according to FIG. 1, the five-shaft planetary gear transmission consists of three joined planetary steps, I, II, III, with a common planet gear carrier. Belonging to planetary step I are the sun gear 1", the planet gear part p" and the ring gear 2', to planetary step II the sun gear 1', the planet gear parts p' and p", and the sun gear 1", and finally to planetary gear step III the sun gear 1', the planet gears p' and p'", and the sun gear 1'".
The input shaft 1 is joined to planet carrier s. The sun gear 1" functions as the coupling shaft C for the startup with the gears 2 and 3 for first gear shifting step. The ring gear 2' constitutes the fast-running coupling shaft A for second gear shifting step with the gears 4 and 5, as well as for fourth gear shifting step with the gears 6 and 7. The sun gear 1'" forms the slow-running coupling shaft E for third gear shifting step with the gears 8 and 9, as well as for fifth gear shifting step with the gears 10 and 11. The individual gear shifting step work on the output shaft ab. The constant-volume displacement machine b is connected to the sun gear 1' via the gears 12 and 13. The gears 14 and 15 connect the adjustable-volume displacement machine a of the hydrostatic transmission to the crankshaft k of the combustion-power engine. The gears 15 and 16, as well as 17, 18, and 19 form the drive-side reverse gearing. The shiftings are provided by the double clutch K1 for the reverse gearing, by K2 for second and fourth gear shifting steps, by K3 for third and fifth gear shifting steps, as well as by the clutch K4 for first gear shifting step. The power take off shaft Z is connected via the gears 20, 14, and 15 with the crankshaft k.
With an arrangement of three stepped planet gears equally located at the periphery of the planet carrier, teeth-counts for example of t1'=45, t1"=60, t1'"=75, tp'=45, tp"=30, tp'"=15 and t2'=-135 fulfill the installation conditions. These teeth-counts make possible also the necessary constant shaft distance.
The chosen teeth-counts determine the stationary gear ratios i.sub.o, that is, the gear ratios with a stationary planet gear carrier, that is, the planet carrier of the individual planetary steps. So for step I, i.sub.oI =t2'/t1'=-3, for step II i.sub.oII =tp't1"/t1'tp"=2, and for step III i.sub.oIII =tp't1'"/t1'tp'"=5.
FIG. 2 shows for the chosen example the rotational velocity ladder diagram of the five-shaft planetary gear transmission. The stationary gear ratios determine the position and spacing of the rotation velocity ladders for the elements 2', s, 1'", 1", 1' or respectively for the shafts A, s, E, C, and B. Since the rotational velocities n of the individual shafts are related linearly, any straight line in the rotational velocity ladder diagram gives the accompanying rotational velocity condition. In FIG. 2, the line V marks the startup condition with forward movement and the line R the startup condition with backward movement. The horizontal lines Kv and Kr mark the coupling condition of the planetary steps I, II, and III. FIG. 2 shows the rotational velocity ranges of the respective power-transferring gear shifting steps.
A more detailed explanation of the rotational velocity ladder diagram may be found in Muller, Herbert W. "Die Umlaufgetriebe", Springer Verlag, 1971.
For the position ratio of the coupling shaft A, the equation .PHI.A=(i.sub.oI -2)/i.sub.oI holds good and for that of the coupling shaft E the equation .PHI.E=i.sub.oIII /(i.sub.oIII -2). For equal position ratios, thus .PHI.A=.PHI.E, the condition i.sub.oI +i.sub.oIII =2 must be fulfilled.
FIG. 3 shows the dependance of the speed v of the tractor upon the gear ratio of the hydrostatic transmission i.sub.ba =n.sub.b /n.sub.a. The diagram indicates the power-transferring coupling shafts as well as the corresponding gear shifting step at each time.
For further explanation, FIG. 4 shows the output torque T.sub.ab, dependent in each case upon the travelling speed v, FIG. 5 the corresponding power load on the crankshaft P.sub.k, FIG. 6 the corresponding hydrostatic power P.sub.B, and FIG. 7 the corresponding slide/roll power P.sub.GW of the five-shaft planetary transmission. These representations neglect the power losses. The tractor reaches the slip limit at an output torque T.sub.ab =2000 Nm. The FIGS. 4 through 7 indicate the power-transmitting gear shifting step at each time.
Investigations into construction have shown that the production expense of the transmission according to the invention, in relation to the transmissions according to the patent documents mentioned at the beginning, is lower. Beyond that, the length of the five shaft planetary gear is shorter. If one sets the length of the five shaft planetary gear according to the invention at 100% for the 122.5 kW tractor used as an example, the length for the approximately equal build cross-section with the recommendations according to FIG. 8 of EP 0 302 188 A1 comes to 180% and according to the document WO 89109899 to 240%
Although the present invention has been described with reference to preferred embodiments, workers skilled in the art will recognize that changes may be made in form and detail without departing from the spirit and scope of the invention.