Turbomachine

Abstract

A turbomachine having a rotor that extends along a rotational axis and a radial bearing in which the rotor is radially mounted on a radial bearing point. In the axial region of the radial bearing point, the rotor has a hollow chamber annularly located in the circumferential direction in the region of the outer 20% of the diameter of the radial bearing point and which is thermally insulating between a radially inner core region of the rotor in the region of the radial bearing point and the radial outer region of the rotor in the region of the radial bearing point. A first shaft end of the rotor protrudes from the axial center of the radial bearing point by a projection over the radial bearing point, wherein a first quotient QLO of the projection OVH divided by the total length TLE of the rotor QLO=OVH/TLE>0.15.

Claims

1. A turbomachine, comprising: a rotor which is at least partly arranged in a casing and extends along a rotational axis, at least one radial bearing in which the rotor is radially mounted at a radial bearing point, wherein the at least one radial bearing is designed as an oil-lubricated slide bearing, wherein in an axial region of the radial bearing point, the rotor has a cavity which is annularly located in a circumferential direction in a region of an outer 20% of a diameter of the radial bearing point of the rotor and which provides thermal insulation between a radially inner core region of the rotor in the region of the radial bearing point and a radially outer region of the rotor in the region of the radial bearing point, wherein a first shaft end of the rotor protrudes from an axial center of the radial bearing point by an overhang OVH over the radial bearing point, wherein a first quotient QLO of the overhang OVH to a total length TLE of the rotor is QLO=OVH/TLE>0.15, and wherein a radial height of the cavity is less than 10% of the rotor diameter at the radial bearing position.

2. The turbomachine as claimed in claim 1, wherein an axial extent of the overhang OVH of the rotor has an overhang mass OVM, and the complete rotor has a total mass TMS, wherein a second quotient QOT of the overhang mass OVM to the total mass TMS is QOT=OVM/TMS>0.06.

3. The turbomachine as claimed in claim 1, wherein the radial bearing is configured such that a static bearing pressure >6 bar.

4. The turbomachine as claimed in claim 1, wherein the rotor has an eccentricity <0.1.

5. The turbomachine as claimed in claim 1, wherein the turbomachine is configured for a nominal operating state with a circumferential speed >60 m/s at the outermost circumference of the rotor.

6. The turbomachine as claimed in claim 1, wherein the radial bearing is configured for an isentropic mounting.

7. The turbomachine as claimed in claim 1, wherein the protruding first shaft end has a coupling, wherein a mass of the coupling is at least 2% of a total mass TMS of the rotor.

8. The turbomachine as claimed in claim 1, wherein a weight force of an overhang mass OVM is at least 12% of the bearing load of the radial bearing.

9. The turbomachine as claimed in claim 1, wherein the overhang OVH has a center of gravity, wherein the center of gravity of the overhang OVH is situated closer to the axial end of the rotor than to the axial center point of the radial bearing.

10. The turbomachine as claimed in claim 1, wherein the rotor is configured for nominal operation such that, at nominal rotation speed, an imbalance centrifugal force of the overhang OVH at 1 bend on the radial bearing amounts to at least 60% of a static bearing force in the radial bearing.

11. The turbomachine as claimed in claim 1, wherein a radial height of the cavity is less than 5% of the rotor diameter at the radial bearing position.

12. The turbomachine as claimed in claim 1, wherein the turbomachine comprises a turbocompressor.

Description

BRIEF DESCRIPTION OF THE DRAWINGS

(1) The invention is explained in more detail below in relation to a particular exemplary embodiment with reference to drawings. The drawings show:

(2) FIG. 1 a diagrammatic, highly simplified depiction of a turbocompressor according to the invention,

(3) FIG. 2 a diagrammatic depiction of a cavity according to the invention in longitudinal section,

(4) FIG. 3 a diagrammatic depiction of a turbomachine according to the invention with a bend of 1% in the region of the radial bearing of the rotor,

(5) FIG. 4 a diagrammatic depiction of the geometric correlations at the radial bearing point in an axial section.

DETAILED DESCRIPTION OF INVENTION

(6) FIG. 1 shows a diagrammatic depiction of a turbomachine according to the invention, namely a turbocompressor TCO. The longitudinal section is shown greatly simplified as a simple line drawing, with a rotor R and a casing CAS which partially surrounds the rotor R. The rotor R in this example carries three rotating impellers, namely a first impeller IMP1, a second impeller IMP2 and a third impeller IMP3.

(7) The terms right and left are here used solely in relation to the drawings. In fact, the arrangement may also be reversed, so that left simply refers to one side and right refers to the other or second side of the arrangement.

(8) The rotor R extends along a rotor axis X and is mounted radially by means of two radial bearings RB. The radial bearing RB arranged on the left is configured as a fixed bearing and accordingly has a connected thrust bearing which is not shown in further detail. This radial bearing mounts the rotor R between a first shaft end RN1 and the rest of the rotor R. The radial bearing RB arranged on the right divides the rotor, by means of this radial bearing point, into a second shaft end RN2 and the rest of the rotor R. The radial bearing point RBP of the left-side radial bearing RB is arranged to the right of the first impeller IMP1, so that the first impeller IMP1 forms an overhang and accordingly is configured as part of an overhang OVH of the rotor R. A coupling CP is arranged at the end of the first shaft end RN1 for coupling to other rotation machines, for example a drive. Alternatively, a coupling CP (here shown as an option) may also be provided at the second shaft end RN2. The rotor R has a total length TLE and the overhang OVH has an overhang length OVL. The overhang OVH in addition has an overhang mass OVM which stands in a specific ratio to the total mass TMS of the rotor R. As an example, a bearing load BLO is shown on the left radial bearing RB, and a static bearing pressure SBP resulting from the bearing load BLU. The figure also shows, again diagrammatically, the outermost circumference CMX of the rotor R at the first impeller IMP1, at which the maximal circumferential speed RSP in the circumferential direction CDR is achieved in nominal operation.

(9) FIG. 2 shows details of the configuration of a thermally insulating cavity at the radial bearing point RBP of the left radial bearing RB in FIG. 1. The cavity CAV is here formed by means of the sleeve SLV which is shrunk onto the first shaft end RN1 in the region of the radial bearing point RBP. A radial recess with radial height RHT is arranged between two shrink-fit seats of the sleeve SLV, axially on the radial inside of the sleeve SLV. The rotor R has a rotor diameter RDM in the region of the radial bearing point RBP, wherein the radial height RHT of the cavity is less than 10%, advantageously less than 5% of the rotor diameter RDM. In this way, the desired thermally insulating effect is achieved.

(10) FIG. 3 shows diagrammatically a bend of the first shaft end RN1 about an angle in the region of the radial bearing point RBP, so that the center of gravity MSPOV of the overhang OV (as distinct from the center of gravity MSP of the total rotor R and the eccentricity EXT of the center of gravity MSP from the rotor axis X) shifts eccentrically by an eccentricity EXT2. As a result of the eccentricity of the first shaft end RN1, a centrifugal force CFF is created because of the resulting imbalance.

(11) In FIGS. 1 and 3, the first shaft end RN1 of the rotor R protrudes from the axial center of the radial bearing point RBP by the overhang OVH over the radial bearing point RBP, wherein a first quotient QLO of the overhang OVH to a total length TLE of the rotor R is QLO=OVH/TLE>0.15.

(12) The axial extent of the overhang OVH of the rotor R has an overhang mass OVM and the complete rotor R has a total mass TMS, wherein a second quotient QOT of the overhang mass OVM to the total mass TMS is QOT=OVM/TMS>0.06.

(13) The radial bearing RB is configured such that a static bearing pressure SBP is >6 bar.

(14) The turbomachine is configured for a nominal operating state with a circumferential speed RSP of RSP>60 m/s at the outermost circumference CMX of the rotor R. The radial bearing RB is configured for an isentropic mounting. The protruding first shaft end RN1 has a coupling CP, wherein the mass of the coupling CP is at least 2% of the total mass TMS of the rotor R.

(15) The weight force of the overhang mass OVM is at least 12% of the bearing load BLO of the radial bearing RB.

(16) The overhang has a center of gravity, wherein the center of gravity of the overhang is closer to the axial end of the rotor R than to the axial center point of the radial bearing RB.

(17) The rotor R is designed for nominal operation such that, at nominal rotation speed NN, an imbalance centrifugal force of the overhang at a 1 bend in the radial bearing RB amounts to at least 60% of the static bearing force in the radial bearing RB.

(18) In FIG. 2, a radial height RHT of the cavity CAV is less than 10%, advantageously less than 5% of the rotor diameter RDM at the radial bearing position RBP.

(19) The bearing RB has a relative eccentricity EXT of EXT<0.1.

(20) FIG. 4 shows a diagrammatic, axial sectional depiction of the rotor R or the shaft of the rotor R in the region of the left thrust bearing RB. In FIG. 4, the rotor R is shown in a rotation ROT against the stationary radial bearing RB. The rotor R extends axially in the direction of the rotor axis X. The radial bearing RB has a radial center point X. The illustration in FIG. 4 shows a specific axial section indicating geometric parameters which are averaged over the length of the radial bearing RB in the axial direction. With regard to the inner surface of the slide faces, the radial bearing RB has a radial bearing radius RAB. The rotor R has a radius RAJ. The radius of the rotor RAJ is smaller than the radius of the bearing RAB. Because of the rotation ROT, the rotor R is positioned in a specific radial position in the radial bearing RB. In this radial position, the rotational axis X and the radial center point X of the radial bearing RB lie on an axis of the axes LOC. In extension of the axis of the axes LOC, in this operating state there is a minimal radial play between the surface of the rotor R and the slide face of the radial bearing RB. The minimal radial play HMIN is here also designated OFT. In general, the radial play between the surface of the rotor R and the slide face of the radial bearing RB is designated H, with a function of the circumferential position AAG (here indicated as an angle). The distance between the rotor axis X and the radial center X of the radial bearing RB is the eccentricity E. From this, in combination with the theoretical radial play (difference between radius of bearing RAB and radius of rotor RAJ), the relative eccentricity is determined.