Algodoo

good

I'm glad that you like it.

To The Linkage,
My first idea was to make fully meachanical robot based on polygons. But when I put my plygon into Algodoo, this polygon changed and had not exact shape.

Thanks

Thi is hexadecimal adder.

Great. Did you see that http://www.algodoo.com/algobox/details.php?id=136479 ?

Thanks! It is based on Discrit Fourier Transformation. It says that any line can ba approcsimated whit set of COS and SIN. I have written a program in Python in which i can draw lines or load ready CSV-file.
Then the program do Discrit Fourier Transformation and calculates the sizes and initial angles of boxes.
Then the program generates PHN-file for Algodo. It is simple

Thanks! It is based on Discrit Fourier Transformation. It says that any line can ba approcsimated whit set of COS and SIN. I have written a program in Python in which i can draw lines or load ready CSV-file.
Then the program do Discrit Fourier Transformation and calculates the sizes and initial angles of boxes.
Then the program generates PHN-file for Algodo. It is simple

Yes. That is the right way that you have described.

Nice. Look at another Fourier Series at
http://www.algodoo.com/algobox/details/208277
http://www.algodoo.com/algobox/details/208276

Here is another Fourier.
http://www.algodoo.com/algobox/details/208277
http://www.algodoo.com/algobox/details/208276

Thank you, Xray! There is no Thyme script in this scene. Only boxes and motors with constant speeds. All calculations was made in python program before.

I can send you python program if you want.

This is a parametric line. We assume that the first point is t=0 and the last point is t=1. If there are 5 points in the line, then we have t=0, t=0.25, t=0.5, t=0.75, t=1. I. e they are equidistant from each other by 0.25

I drew this myself in my program. This program allows you to draw lines point by point, insert points, or delete points. Then you can save a set of points or generate an algodoo-file.