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Applied Mathematics and Nonlinear Sciences
Volume 9 (2024): Issue 1 (January 2024)
Open Access
Sensitivity Analysis of the Waterproof Performance of Elastic Rubber Gasket in Shield Tunnel
Zhiqiang Wang
Zhiqiang Wang
and
Zhenyu Lei
Zhenyu Lei
| Mar 22, 2021
Applied Mathematics and Nonlinear Sciences
Volume 9 (2024): Issue 1 (January 2024)
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Published Online:
Mar 22, 2021
Page range:
-
Received:
Dec 01, 2020
Accepted:
Jan 31, 2021
DOI:
https://doi.org/10.2478/amns.2021.1.00013
Keywords
elastic rubber gasket
,
sensitivity analysis
,
waterproof performance
,
Monte Carlo method
,
stochastic FEM
© 2024 Zhiqiang Wang et al., published by Sciendo
This work is licensed under the Creative Commons Attribution 4.0 International License.
Fig. 1
Comparison of the product and design drawings of two manufacturers (Note: dotted line refers to the design drawing): (a) No.1 product of manufacturers, (b) No.2 product of manufacturers.
Fig. 2
ANSYS-PDS analysis process.
Fig. 3
The sizes of the gasket and groove/mm.
Fig. 4
Unilateral compress FE model of the rubber gasket.
Fig. 5
Trends of average contact stresses:(a) Average contact stress on the bottom surface, (b) Average contact stress on the upper surface.
Fig. 6
The sensitivity influence of rubber hardness tolerance (Only list the top five variables with great influence):(a) Average contact stress on the bottom surface, (b) Average contact stress on the upper surface.
Fig. 7
The sensitivity influence of horizontal position deviation:(a) Average contact stress on the bottom surface, (b) Average contact stress on the upper surface.
Fig. 8
The sensitivity influence of aperture deviation:(a) Average contact stress on the bottom surface, (b) Average contact stress on the upper surface.