@rafael.tavares.costa wrote:
.... I was given a 2d shape with a ... pattern ... wich I have to model to a curved panel ....
The intended result is to wrap the 2d on the 3d....
I don't think PROJECTGEOMETRY is going to do it for you. In this simplified example of the distortion it makes when projecting onto a curved [in this case] Solid [but likewise if a Surface]:
The green is a Circle, and to demonstrate the distortion clearly it's only slightly smaller in diameter than the width of the half-cylinder grey Solid. Its plane is parallel to the flat back of the Solid. The cyan Spline on the Solid's surface is from PROJECTGEOMETRY-ing the Circle onto it. Clearly that doesn't look like a Circle "wrapped" onto that curved surface.
The yellow lateral Arc on the Solid surface is the same in length as the Circle's diameter. I would expect that to "wrap" that Circle onto the Solid, you would want a result that's the same distance along the surface in that direction as the width of the Circle, which is what that Arc represents. From that yellow Arc I determined the necessary width of the red Ellipse inside the green Circle, which when projected onto the Solid results in the yellow Spline on the surface. That more accurately reflects "wrapping" the Circle onto the Solid, but it requires the intermediary Ellipse, and it works only with a regularly-curved surface, and with the Ellipse "centered" in relation to it.
But it's highly dependent on the particulars of the curvature of the surface in relation to the size of the element(s) to be projected. In a case like your pattern, such a chore would need to be performed separately for each element of it. And a given element in the pattern, when centered in relation to the curved surface, would need to be handled very differently where it's off toward the side. And assuming the Solid gets Subtracted from to make a constant-thickess curved "sheet," converting the assorted Splines [resulting from projections of the pattern elements onto the surface] into something by which you could cut out holes in the sheet is another challenge, if at all possible.
Is that pattern made up of only Arcs [or Polyline arc segments] of different radii? [If so, it seems at least possible to do similar projections, but for each Arc or arc segment separately.] Or is it wholly or partially of something else, such as Splines? If it's a Hatch pattern, it's necessarily made up of only short straight segments, which may need to be dealt with in a different way entirely.
Kent Cooper, AIA