Version 1.0 -- June 2021 (Public release on August 2022)

Julian Norato and Hollis Smith Department of Mechanical Engineering University of Connecticut

This code implements the methods of the paper

A Maximum-Rectifier-Function Approach to Stress-Constrained Topology Optimization, J.A. Norato, H.A. Smith, J.D. Deaton, and R.M. Kolonay Structural and Multidisciplinary Optimization, 2022.

The MRF method is a technique for stress-constrained topology optimization in which the stress constraint is a differentiable approximation of the maximum element-stress violation in the structure. The element-stress violation is given by a differentiable rectifier function.

The code has input files corresponding to all the examples presented in the paper.