Thank You. You are showing the different methods of inter- relating geometry to the Wonderful Helical Order of things around us. The older methods using a compass really shows us the Simplicity and Perfection of the Helical Order that can be seen all around us. What you show makes us really think about following like sheep the Chaos Theory Equations that do not show us any of this Order.
Please how did you divide the distance between F1 and O, what measurement did you use. I followed your method but divided into 4 equidistant still but the result was incorrect
Thank you..! Though I could not understand this method by referring to a handout of my known language; I understood from this video without knowing even a single Hindi word.
Thank you sir but I want to know that if there is any major and minor axis ratio. For example , in this example the minor axis is of 35mm while major is 120 mm. Kindly sir explain it.
- "Interesting". Hm? - Perhaps you can clarify... - Appears as though you are creating points on the ellipse by locating them in such a way that the sum of the segments from each focus are constant - as is indeed the case for an ellipse. - BUT, the connecting curve of the French curve is NOT circle arc - at least not across the length you've used. - So, the method appears to give a decent approximation, but I don't know that "Arc of Circle Method" is appropriate. - Your thoughts? Thx...