algorithmic modeling for Rhino
Max((Vu x Su)/Se)
Vu = usable building Volume
Su = usable Floor Area
Se = Envelope Area
This ratio is the singular Fitness parameter for Genetic Optimization used by the Galapagos solver inside the Grasshopper plugin for Rhino3d.
Personal independent research started about a year ago.
Further explanations and animated geometric case studies coming soon.
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I'll explain myself a lot better when I'll post some new, finished projects.
I'm glad you like it. The problem is that these new, computational design tools make you re-evaluate your way of working, re-state your assumptions on what makes a good building design , in a much more precise, clear way, so you can't fully rely on traditional books on functional design standards.
We weren't so concerned with it being "nice" or "interesting", as you put it. What we really wanted was to end subjective, ambiguous debates at the design studio review board by seeing through, focusing on objective, quantifiable values, to bring undeniable functional and economic efficiency. The resulting form was actually aesthetically interesting, maybe because, as often in nature, an efficient, meaningul shape has its elegance.
Nice. Thank you.
The goal is to maximize the usable floor area and volume of the building, while minimizing the envelope area (and thus the material quantity and costs) . I think these are universally accepted architectural design goals. So the generative process targets the most efficient building geometry for a given site.
Interesting. The above fitness parameter is used to achieve what goal?
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