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2022-08-09

Cost Estimation and Optimization Based on Minimum Cost in RFEM 6

This article shows you how to use the add-on Optimization & Costs / CO₂ Emission Estimation to estimate the model costs. Furthermore, it shows you how to optimize parameters based on minimum cost when working with parameterized models and blocks.

Given that the add-on is activated in the Base Data of the model, the cost estimation is managed in the material definitions. The option can be activated in the Main tab of the specific material, as shown in Image 2.

The estimation of the cost is based on a unit cost for members, surfaces, and solids. The units can be specified by weight, volume, or area. For instance, if you want to estimate the cost associated with the members in the model, you must define the unit of interest and the unit cost as shown in Image 3.

When working with parameterized models and blocks, it is also possible to optimize parameters based on minimum cost. This is shown for the truss girder in Image 4. As the image shows, two parameters are defined in the Global Parameters list: the number of cells and the height of the truss girder. The way to define parameters for models and blocks is discussed in more detail in Knowledge Base article: Parameterizing Models in RFEM 6 / RSTAB 9 .

The optimization settings are available in the program using the “Calculate” menu. In this example, particle swarm optimization (PSO) is employed, and the number of random mutations is set to 10% of the total number (Image 5). More about optimization can be found in Knowledge Base article: Optimizing Parameters in RFEM 6/RSTAB 9 .

This way, the program will optimize the parameters (that is, the number of cells and the height of the truss girder) and output a list with the model mutations (variants) at the end of the process. You will also find the decisive optimization results there, together with the associated value assignment of the optimization parameters. This list is organized in descending order.

At the top, it shows the assumed best solution (that is, the solution closest to the optimization criterion, which in this case is the minimum cost). Thus, you can see the different costs obtained by altering the number of cells and the height of the truss, and choose the most suitable values for these parameters.


Author

Ms. Kirova is responsible for creating technical articles and provides technical support to Dlubal customers.

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