Dynamic response and stability of a gas-lubricated Rayleigh-step pad
Dynamic response of gas lubricated thrust bearing with shrouded Raleigh-step pads
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Dynamic response of gas lubricated thrust bearing with shrouded Raleigh-step pads
Dynamic response of a gas-lubricated, jet-engine main shaft seal was analytically established as a function of collar misalignment and secondary seal friction. Response was obtained by a forward integration-in-time (time-transient) scheme, which traces a time history of seal motions in all its degrees of freedom. Results were summarized in the form of a seal tracking map which indicated regions of acceptable collar misalignments and secondary seal friction. Methodology, results and interpretations are comprehensively described.
Power loss experiments on herringbone grooved, gas lubricated journal bearings
Derivations of the governing equations for the gaseous fluid film in spherical gas lubricated bearings
Gas lubricated foil bearing performance as support for turborotor simulator, examining heating and thermal gradient effects
Steady-state and dynamic performance of a gas-lubricated, self-acting face seal was determined using numerical methods based on a variable grid, finite-difference, time-transient procedure. Results were obtained for a gas turbine main shaft seal operating at 206.9 newton per square centimeter (300 psi) sealed air pressure and 152.4 meters per second (500 ft/sec) sliding velocity. Analysis of the seal dynamics revealed that the response of the seal nosepiece to runout of the seat face is markedly affected by secondary seal friction and by nosepiece inertia. The nosepiece response was determined for various levels of secondary seal friction and seat face runout magnitudes.
Time transient and step-jump dynamic analyses of gas lubricated bearing, illustrating hybrid journal and Rayleigh-Step thrust bearings
Friction and wear properties of various alumina bearings for use in gas lubricated gyros
A flat sector shaped pad geometry for gas lubricated thrust bearings is analyzed considering both pitch and roll angles of the pad and the true film thickness distribution. Maximum load capacity is achieved when the pad is tilted so as to create a uniform minimum film thickness along the pad trailing edge. Performance characteristics for various geometries and operating conditions of gas thrust bearings are presented in the form of design curves. A comparison is made with the rectangular slider approximation. It is found that this approximation is unsafe for practical design, since it always overestimates load capacity.
Herring bone-groove geometry effects on stability of gas lubricated journal bearing
Small eccentricity stability analysis for externally pressurized gas lubricated bearings with journal rotation
Analysis and performance of gas lubricated tilting pad thrust bearing
Experimental load capacity and power loss of herringbone grooved gas lubricated journal bearings
Friction and wear properties of alumina bearings for use in gas-lubricated gyroscopes
Optimal design and performance criteria for gas lubricated tilting pad thrust bearing
Quasi-static pressure characteristics of gas lubricated thrust bearing with shrouded Rayleigh step pads, solving nonlinear equation of motion
The quasi-static, pressure characteristics of a gas-lubricated thrust bearing with shrouded, Rayleigh-step pads are determined for a time-varying film thickness. The axial response of the thrust bearing to an axial forcing function or an axial rotor disturbance is investigated by treating the gas film as a spring having nonlinear restoring and damping forces. These forces are related to the film thickness by a power relation. The nonlinear equation of motion in the axial mode is solved by the Ritz-Galerkin method as well as the direct, numerical integration. Results of the nonlinear response by both methods are compared with the response based on the linearized equation. Further, the gas-film instability of an infinitely wide Rayleigh step thrust pad is determined by solving the transient Reynolds equation coupled with the equation of the motion of the pad. Results show that the Rayleigh-step geometry is very stable for bearing number A up to 50. The stability threshold is shown to exist only for ultrahigh values of Lambda equal to or greater than 100, where the stability can be achieved by making the mass heavier than the critical mass.
Design study for support of inertial guidance test facility on gas lubricated compliant surface spherical bearings