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Evolutionary Structural Optimization(E.S.O) Method

2016-03-17

Archive — originally published on the AStrutTie blog (2016–2017), restored as written. For current theory, code guides and worked examples see Learn.

Evolutionary Structural Optimization

1. A load transfer mechanism is obtained by eliminating the finite elements (that are negligible in transferring load) with performance- and topology-based optimization techniques.

2. It is impractical to implement since the techniques require numerous iterative eliminations and a numerical model consisting of a great number of elements.

3. The strut-tie models selected are generally determinate truss structures inducing difficulties in terms of practical horizontal and/or vertical placements of reinforcing bars and congestions of reinforcing bars due to concentrated tensile forces of steel ties. Furthermore, a simple determinate truss structure causes difficulties in reflecting the actual structural behavior in design.

Procedure of ESO

ESO Example

Design Procedure of Strut-Tie Model Approach using ESO


Reference

  1. Choi, C. Y. (2005) Decision of Strut-Tie Models using Evolutionary Structural Optimization, Master’s Thesis, Kyungpook National University, Daegu, South Korea (in Korean).
  2. Lee, W. S. (2006) Strut-Tie Model Approach using Evolutionary Structural Optimization for Reinforced Concrete Structural Members, Ph. D Dissertation, Kyungpook National University, Daegu, South Korea (in Korean).

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4 figure(s) from the original post could not be recovered (the original server was retired and the Wayback Machine did not archive them). Text is as originally published.

Original URL: http://astruttie.aroad.co.kr/index.php/2016/03/17/evolutionary-structural-optimization-method-e-s-o/