FAILURE

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FAILURE is a Matlab code to simulate the propagation of uncertainties in a plane stress problem subjected to uncertainties.

View the Project on GitHub americocunhajr/FAILURE

Framework for Assessing Inherent Limitations and Uncertainties in Reliability Engineering

FAILURE: Framework for Assessing Inherent Limitations and Uncertainties in Reliability Engineering is a Matlab code designed to simulate the propagation of uncertainties in equivalent stress calculation problems subjected to uncertainties. This repository focuses on comparing the Tresca and von Mises failure criteria in a probabilistic context.

Table of Contents

Overview

FAILURE provides a framework for simulating and analyzing the propagation of uncertainties in stress calculations under different failure criteria. The main goal is to determine which criterion, Tresca or von Mises, is more conservative in a probabilistic context. More details can be found in the following paper:

Features

Usage

To get started with FAILURE, follow these steps:

  1. Clone the repository:
    git clone https://github.com/yourusername/FAILURE.git
    
  2. Navigate to the code directory:
    cd FAILURE/FAILURE-1.0
    
  3. For failure analysis in a shaft, execute:
    Main_TrescaMises_Shaft
    
  4. For failure analysis in a pressure vessel, execute:
    Main_TrescaMises_PressureVessel
    

Documentation

FAILURE routines are well-commented to explain their functionality. Each routine includes a description of its purpose and a list of inputs and outputs. Examples with representative benchmark tests are provided to illustrate the code’s functionality.

Authors

Citing FAILURE

We ask the code users to cite the following manuscript in any publications reporting work done with our code:

@article{CunhaJr2023inpress,
   author  = {A {Cunha~Jr} and Y. Yanik and C. Olivieri and S. {da Silva}},
   title   = {Tresca vs. von Mises: Which failure criterion is more conservative in a probabilistic context?},
   journal = {Journal of Applied Mechanics},
   year    = {2023},
   volume  = {Accepted for publication},
   pages   = {~},
   doi     = {10.1115/1.4063894},
}

License

FAILURE is released under the MIT license. See the LICENSE file for details. All new contributions must be made under the MIT license.

Institutional support

           

Funding