algorithmic modeling for Rhino
Hi All,
I have been looking at fields and I have started with the attached definition. I am hoping to create a 3D model of these lines (similar to that of Daniel Pikers work). These exponential lines act through 360 degrees and that is what I am trying to represent. I am hoping that once it is 3D I can adapt the formation by altering the sliders inputs.
Thanks
Will
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This is similar to what I am trying to create.
William,
Not sure but you might be confusing "equipotential lines" and "stream lines" (also called "field lines" or "radial lines"): In your rhino.jpg image you are showing "equipotential lines" (which are cross-sections through "equipotential surfaces") for a magnetic dipole. In the image called 5.jpg you are showing the "stream lines" in three-dimensions of this dipole. These are not the same thing although they are intertwined concept (you should get one with the other and vice-versa). Have a look at this great explanation. According to your image called 5.jpg, you are trying to get the 3D "stream lines" of the magnetic dipole.
I have tried the same exercise on my side. Using the field tools in the latest grasshopper (under the vector tab) I created a 2D field based on two points with one having a negative charge and the other a positive charge (like on a magnetic dipole). The result and definition are below (notice that the start points are located around a small circle located around on of the points):
I might be wrong but I think the surfaces on the image called 5.jpeg are a "surface revolution" of these lines using either the line connecting the two points or one that is perpendicular to the line. See below first results:
Now so far the points I have used to plot the stream lines were on the XY 2D plane. Once you start using three dimensional start points, like points on a sphere. you get the most amazing three-dimensional results:
Which I guess you can loft and create cool 3d surfaces from too (be careful with the amount of lines though before you loft, it gets heavy quickly):
I hope this helps (see definition attached)!
Welcome to
Grasshopper
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