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LWolf, what do you mean by 'not lengths'? Please see my x1 definition below. In my definition, the type of x1 and t is length and real, respectively.

Yes, I used fog to define x,y,z. Then used curve from equation

Below is the result with z=100mm*t Do you think maybe there is some settings that I should make? The result is really weird.

LWolf, below is my definition: `x1`=25mm*cos(2*PI*1rad*100*`t`) `y1`=25mm*sin(2*PI*1rad*100*`t`) `z1`=0mm*`t` The curve I got is shown below.

Yes, I saw that video before and I followed the instruction. The only thing I do not understand is why the curve is completely different when I want to have more revolutions.

LWolf, you are right. That is how I implemented. I even tried the following cases: x=20mm*cos(2*PI*1rad*40*t) y=20mm*sin(2*PI*1rad*40*t) z=0mm*t I changed 40 to 100, the curve is not a circle anymore.

Hello everyone, I am using Catia curve from equation to build a curve. Here is the formula for x and y: x = R*cos(2*PI*1rad*n*t) y = R*sin(2*PI*1rad*n*t) So n is a parameter I defined. When n is small, the curve is a circle. However, when n is large, like n=100, it is not a circle anymore...