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Fatigue life evaluation method for low-pressure turbine shaft

A low-pressure turbine shaft, fatigue life technology, applied in the direction of instrument, design optimization/simulation, calculation, etc., can solve the problem of reducing the fatigue life evaluation accuracy of low-pressure turbine shaft

Active Publication Date: 2021-01-08
AECC SICHUAN GAS TURBINE RES INST
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  • Abstract
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  • Claims
  • Application Information

AI Technical Summary

Problems solved by technology

Conventional Analysis Methods Reduce Accuracy of Fatigue Life Assessment of Low Pressure Turbine Shafts

Method used

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  • Fatigue life evaluation method for low-pressure turbine shaft
  • Fatigue life evaluation method for low-pressure turbine shaft
  • Fatigue life evaluation method for low-pressure turbine shaft

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Embodiment Construction

[0029] In this application, according to the Goodman formula mean stress σ m and tensile strength σ b Positively correlated, the stress amplitude σ a and tensile fatigue strength σ -1 There is a positive correlation, the tensile stress is corrected by the tensile property, and the shear stress is corrected by the torsional property. when and When , it is reasonable to synthesize the tensile stress and shear stress into the equivalent stress by using the deformation energy theory; when and When , the tensile stress and shear stress are synthesized into the equivalent tensile stress σ by using the deformation energy theory eq It is partial safety, and the tensile stress and shear stress are synthesized into the equivalent shear stress τ by using the deformation energy theory eq It is more dangerous. Therefore, the tensile and torsional properties of materials should be considered in the equivalent synthesis of tensile stress and shear stress.

[0030] 1) Use the f...

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Abstract

The invention provides a fatigue life evaluation method for a low-pressure turbine shaft, and the method comprises the steps: obtaining a stress amplitude equivalent factor C1 = F1(Nf) / F2(Nf) according to a smooth SN curve sigma max = F1(Nf) and a tau-N curve equation tau max = F2(Nf) under the condition that the stress ratio R of a material used by the low-pressure turbine shaft at a given temperature is equal to -1; calculating an average stress equivalent factor C2 = sigma b / tau b according to the tensile strength sigma b and the shear strength tau b of the material used by the low-pressureturbine shaft at the given temperature; according to the stress amplitude equivalent factor C1, the bending stress sigma u, the vibration torque shear stress delta tau, the bending stress concentration coefficient K sigma and the torsional stress concentration coefficient K tau, calculating an equivalent stress amplitude sigma a by utilizing a formula; according to the average stress equivalent factor C2, the axial stress sigma z, the main torque shear stress tau, the bending stress concentration coefficient K sigma and the torsional stress concentration coefficient K tau, calculating an equivalent stress amplitude sigma a by utilizing a formula; converting the equivalent stress amplitude sigma a and the equivalent stress amplitude sigma m into symmetrical cyclic stress sigma-1; and evaluating the fatigue life of the low-pressure turbine shaft according to the symmetric cyclic stress sigma-1.

Description

technical field [0001] The present application relates to the field of engines, in particular to a method for evaluating the fatigue life of a low-pressure turbine shaft. Background technique [0002] The main loads on the low-pressure turbine bearings of aero-engines include: main torque, axial force, vibration torque and bending moment generated by maneuvering overload. The main torque and axial force are low-frequency fatigue loads. High frequency fatigue loading. The main torque and vibration torque act on the low-pressure turbine shaft in the form of shear stress, and the axial force and bending moment act on the low-pressure turbine shaft in the form of tensile stress. The main torque and axial force belong to the steady state load, generally take the maximum value of each working state of the engine, the vibration torque takes 10% of the main torque, and the bending moment is generated by the motor overload. [0003] Take the life analysis of continuous work for 15s...

Claims

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Application Information

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IPC IPC(8): G06F30/20G06F119/14G06F119/04
CPCG06F30/20G06F2119/14G06F2119/04
Inventor 许文昌潘容王春健高仁衡颜业浩
Owner AECC SICHUAN GAS TURBINE RES INST
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