HocoH Posted May 16, 2020 Posted May 16, 2020 (edited) Hi all, I am using the whole suit of Affinity desktop currently, I would know how to center my layer between two curve. I know I can align them with the alignment tool but it seems the alignment tool take account of the whole box to makes its calculus. How can I ensure only the curve line drawed is take into account to calculate the alignment to operate? You will find more informations in the joined picture. thanks. Edited May 16, 2020 by HocoH Quote
firstdefence Posted May 16, 2020 Posted May 16, 2020 Welcome to the forum, ScreenFlow.mp4 appearsharmless 1 Quote iMac 27" 2019 Sequoia 15.0 (24A335), iMac 27" Affinity Designer, Photo & Publisher V1 & V2, Adobe, Inkscape, Vectorstyler, Blender, C4D, Sketchup + more... XP-Pen Artist-22E, - iPad Pro 12.9 (Please refrain from licking the screen while using this forum) Affinity Help - Affinity Desktop Tutorials - Feedback - FAQ - most asked questions
HocoH Posted May 16, 2020 Author Posted May 16, 2020 (edited) thanks @firstdefence it works great when the two curve doesn't overflowing. But what if one of the two curves overflow the other? So far I think I will cut one the two curve to create sample that doesn't overflow the other while maintaining the coordinate information to center the third element. Maybe there is an other way to do it that you would recommend? More infos in the joined files. centering_element_overflowing_curve.afdesign Edited May 16, 2020 by HocoH Quote
G13RL Posted May 16, 2020 Posted May 16, 2020 Would a rectangle passing through the boundaries of the shape do the trick? Then align vertically and horizontally the rectangle and the icon. Then delete the rectangle. appearsharmless and firstdefence 2 Quote
GarryP Posted May 17, 2020 Posted May 17, 2020 I think you also need to consider where you mean by “the centre” of the two curves. For instance, in my attached image, on the left, each rectangle is rotated about the same point. The one with the red line at the centre is tangential(ish) to the red curve, the one with the blue line at the centre is tangential(ish) to the blue curve, and the one with the purple line at the centre is neither. As you can see on the right, when the rectangles are resized to fit between the lines, the centres of the ‘centre-lines’ are at different positions, meaning that they have different ‘centres’. So which ‘centre’ is correct? Quote
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