![]() Geometry relies on Abstraction - fundamentally, geometric elements are described by numbers, relationships, and formulas within a given spatial coordinate system.Geometry is Data - to the computer and Dynamo, a Bunny not all that different from a number.Understanding geometry in the context of algorithms, computing, and complexity, may sound daunting however, there are a few key, and relatively simple, principles that we can establish as fundamentals to start building towards more advanced applications: If you're curious to see how diverse and complex geometry can get using the power of your computer, do a quick web search for the Stanford Bunny - a canonical model used to test algorithms. It is now so easy to calculate the result of complex geometric interactions, the fact that we are doing so is almost transparent. With the advent and popularization of the computer, we gained a powerful tool in defining, exploring, and generating geometry. This field has a rich history going back thousands of years. Geometry, traditionally defined, is the study of shape, size, relative position of figures, and the properties of space. When a programming language or environment has a geometry kernel at its core, we can unlock the possibilities for designing precise and robust models, automating design routines, and generating design iterations with algorithms. ![]() Surfaces: Interpolated, Control Points, Loft, Revolve Translation, Rotation, and Other Transformations ![]()
0 Comments
Leave a Reply. |
Details
AuthorWrite something about yourself. No need to be fancy, just an overview. ArchivesCategories |