How To Divide Objects Into Thirds In Perspective
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- čas přidán 16. 05. 2021
- While practicing perspective drawing, I came across this helpful trick to dividing a building or object while taking perspective into account, so I thought I'd share with everyone!
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Thank you so much for this! This problem was driving me up the wall!
Brilliant! Thanks for this!
Impressive' god bless you. But would you divide the green line in 3 with ruler & compass?
thanks so much, youre a hero
This is so unnecessarily complicated. To split a rectangle into thirds (in perspective as well as normally): 1 - Draw a diagonal. 2 - connect a corner that does not lie on the diagonal to the midpoints of the two sides opposite to the corner (in one point perspective you get a midpoint by drawing a parallel to the similar sides through the intersection of diagonals). 3 - draw lines through the resulting intersections, either into the vanishing point or parallel to the two similar sides of the rectangle.
Exactly. I was going to make the same comment. Vewers can google "dividing a rectangle into thirds" to get a graphic illustration, which might be easier than following a verbal step by step description.
The method shown here using the horizontal measuring line might be necessary in certain situations, like transfering irregular, but precise, spacing to a perspective rectangle.
what if the rectangle is above or below the horizon? the diagonal would not cross the horizon line
in this case the horizon line is also the center line i believe, so just find the center line by drawing an X and use that
Now the challenge is to figure out how to do it without a ruler....
I mean, even if you don't have a ruler, you can just eyeball the segments you make on the flat area. It doesn't need to be perfect, just needs to get you to where you're going.
@@EricFaries 100% I just wasnt expecting part of it to be "pull out a ruler" lol. Helpful video though nonetheless! Thanks!
@@squently429 That's honestly a very fair point, and I may make a sort of part 2, follow up, or redo of this video and clarify that more. Thank you very much for bringing up the comment, i hadn't even thought about it.
@@EricFaries wanted to share that I found a solution! I'm not sure if it's 100% accurate... But it's good enough to the naked eye. Go from corner to corner to find your midpoint, draw your two center lines, then go from the top two corners down to the bottom center creating a triangle, then do the same thing but upwards. The third lines go through the two intersection points of the triangles. (: Not sure if that makes any sense... Maybe I can find a video lol
Can you prove it by math :( !
This is incorrect. Try dividing by 2 using your method and you'll see that you get the wrong middle. (You can compare it with one you get from the diagonals).
I did it and it matched perfectly. His process is right.