October 2013

Euclidean Construction for Dummies

Here is a simple explanation of the famous Euclidean Constructions: Why didn’t Euclid just measure things with a ruler and calculate lengths? For example, one of the basic constructions is bisecting a line (dividing it into two equal parts). Why not just measure it with a ruler and divide by two?One theory is the the Greeks could not easily do arithmetic. They had only whole numbers, no zero, and no […]

Compass Constructions | Publications || computational geometry | euclidean construction
October 31, 2013

Spiral of Random

Grasshopper still surprises me. This definition draws a spiral by using a random component. It is obvious that the seed value of the random component has a relationship with an archimedean or a similar spiral. My intention was to create a definition to put a number of random points inside a circular area, not a rectangular one. While I grow the radius of a circle and get a t parameter […]

Grasshopper | Parametric Curves || archimedean | random | spiral
October 21, 2013

 

 

 

 

 

 

 

 

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