Create length arc for Ellipse

[dusan.naus.trz]

How to create lenght arc for Elipse? It works for the arc. Not for Ellipse.

[admaiora]

You can't.

You can do it with math (integral)

[dusan.naus.trz]

Hi,

Equation Curve. I guess I can't do that. 🙂

[admaiora]

iLogic, maybe.

[dusan.naus.trz]

I think that could be the solution. The dimension would be better. Maybe in the future?

((20)^2*(1-(t/40)^2))^(1/2)

video link

https://www.youtube.com/watch?v=4kvJmjBOjrY

[dusan.naus.trz]

Yes, ilogic is an interesting sight. 🙂 I don't know what such a code would look like. 🙂

[admaiora]

Just an idea.

The code and setting can be improved (angles, axis, etc)

[dusan.naus.trz]

Hi,
it's nice. Why don't the lengths match 1: 1? Is it rounding?

I was still trying the formula, but I think I still have a mistake there. I can't give Accepted to myself or you. I need those 5 mm. Yes, your ilogic is nice, but it affects the whole ellipse. The customer needs 5 mm for drilling.

I tried the dimensions from the customer and I don't understand why I have to put 4.8 into the formula to have a length of 5 mm. I thought the box was length.

[admaiora]

As I said the code and model needs to be processed .

It reds the perimeters, but you can subtract the linear edges to obtain the length of the angular arc.

[-niels- · Accepted solution]

Do you need it for a practical purpose (drilling)?

Can't you work around it by creating a projected 3D sketch?

See my attached (IV2018) file, does that help?

[dusan.naus.trz]

Hi,
yes, i think this may be enough for the customer. It didn't occur to me. It's very simple and practical. Yes, I think this is the solution. Yes the length is accurate. Thank you very much everyone.