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Improved Time-Varying Tooth Stiffness Calculation in Cracked Spur Gear Using Modified Limiting Line
by
Mohanty, Amiya Ranjan
, Mahapatra, Satyajit
in
Acoustics
/ Configurations
/ Constraining
/ Control
/ Cracks
/ Cyclic loads
/ Dynamical Systems
/ Engineering
/ Engineering Acoustics
/ Finite element method
/ Gear teeth
/ Incompatibility
/ Load sharing
/ Optimization
/ Original Paper
/ Quadratic programming
/ Spur gears
/ Stiffness
/ Vibration
2024
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Improved Time-Varying Tooth Stiffness Calculation in Cracked Spur Gear Using Modified Limiting Line
by
Mohanty, Amiya Ranjan
, Mahapatra, Satyajit
in
Acoustics
/ Configurations
/ Constraining
/ Control
/ Cracks
/ Cyclic loads
/ Dynamical Systems
/ Engineering
/ Engineering Acoustics
/ Finite element method
/ Gear teeth
/ Incompatibility
/ Load sharing
/ Optimization
/ Original Paper
/ Quadratic programming
/ Spur gears
/ Stiffness
/ Vibration
2024
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While trying to remove the title from your shelf something went wrong :( Kindly try again later!
Do you wish to request the book?
Improved Time-Varying Tooth Stiffness Calculation in Cracked Spur Gear Using Modified Limiting Line
by
Mohanty, Amiya Ranjan
, Mahapatra, Satyajit
in
Acoustics
/ Configurations
/ Constraining
/ Control
/ Cracks
/ Cyclic loads
/ Dynamical Systems
/ Engineering
/ Engineering Acoustics
/ Finite element method
/ Gear teeth
/ Incompatibility
/ Load sharing
/ Optimization
/ Original Paper
/ Quadratic programming
/ Spur gears
/ Stiffness
/ Vibration
2024
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Improved Time-Varying Tooth Stiffness Calculation in Cracked Spur Gear Using Modified Limiting Line
Journal Article
Improved Time-Varying Tooth Stiffness Calculation in Cracked Spur Gear Using Modified Limiting Line
2024
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Overview
Purpose
Defects and cyclic loads often lead to tooth-root cracks in spur gear transmission systems, affecting system stiffness, vibration patterns, and lifespan. Traditional methods using straight limiting lines and parabolic curves to assess reduced load-bearing areas due to cracks have limitations, including substantial errors with deep cracks and incompatibility with semi-analytical techniques.
Methods
This paper introduces a novel approach: a modified limiting line for calculating gear mesh stiffness over a broader range of crack depths. Gear body is treated as rigid to avoid error in gear-body deflection estimates. The modified limiting line is defined by minimizing the difference between mesh stiffness obtained using analytical and finite element methods at a particular mesh position. Moreover, the orientation is used to derive mesh stiffness at additional mesh sites for a given crack configuration. Also, an optimization problem involving a compatibility condition is proposed to determine the load-sharing ratios during double tooth pair engagement.
Results
The optimization problems, featuring nonlinear constraints, are solved using sequential quadratic programming. The mesh stiffness and load-sharing ratios are obtained for various crack configurations and are verified using the finite element method. Moreover, the dynamic responses at different crack levels are obtained.
Conclusions
The current approach demonstrates better accuracy at higher crack levels than the existing analytical methods and is computationally less expensive than finite element methods.
Publisher
Springer Nature Singapore,Springer Nature B.V
Subject
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