Ortho Demo for a Simple Structure Projection
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If I had flipped the side-view position horizontally, I could have used the architecture student's trick of transferring measurements with a diagonal line.
Dan the animator introduced this into the course for the orthos assignment. It makes transfers faster and (usually) more accurate.
See the diagram in this slide...
LESSON NOTES
What's in Premium?
Learn how to create orthographic projections of a simple cottage step by step. In this lesson, you'll:
- Draw the front view, sketching the main house and side shed.
- Use techniques like drawing an X from corner to corner to center elements like doors.
- Adjust proportions and design elements on the fly.
- Develop the top view by projecting lines from the front view to maintain alignment.
- Find centers and align features across views accurately.
- Construct the side view by transferring heights and depths from the other views.
- Use projection lines to connect all views, ensuring consistent dimensions.
- Add final details without introducing perspective distortions common in orthographic drawings.
By the end, you'll understand how to represent a structure accurately from multiple angles using orthographic projection.
Get this lesson and more in the premium course!
DOWNLOADS
ortho-demo-for-a-simple-structure-projection.mp4
691 MB
ortho-demo-for-a-simple-structure-projection-transcript-english.txt
13 kB
ortho-demo-for-a-simple-structure-projection-transcript-spanish.txt
13 kB
ortho-demo-for-a-simple-structure-projection-captions-english.srt
24 kB
ortho-demo-for-a-simple-structure-projection-captions-spanish.srt
24 kB
COMMENTS
First house with YZ I did with XY fir reference, for the second one I used the "measure Y on the edge of a separate piece of paper" trick and inverted the 45Β° angle by making a square and finishing the X
After adjusting the roof height, the front view intersected with the top view a bit; hence the arrows to try and keep it clear.
I didn't have free paper lying around, so used the 45 deg angle line trick unknowingly that there's a bunch of 45 deg lines in the comments haha.
Also decided to decrease the shed roof's height instead of changing the main house's roof because of a lack of space. Perhaps the shed is tall enough for a small boat now.
Hereβs a local barn turned into orthos. I did the side view without the 45 deg angle trick, trusting in my ruler and measurementsβ¦.then tested with 45 deg angle afterward, quietly confident that it was all precise and correctly scaledβ¦well @Marshall Vandruff you were correct, the diagonal trick would have been more accurate! In fact I stalled on the second major line due to incorrect measurement caused by mistaking roof overlap for wallβ¦thus all other lines are off! I stand humbled and humiliated by my amateurish ruler handlingβ¦ π π π±
Redrawing the orthos with the 45 degree line trick. It is neat, fun, and saves time. But...what's up with the flip effect? How is it useful? π§
Edit: The moment I posted this, I think I saw the problem. The 45 degree line should slope up towards right, shouldn't it? That would solve the conundrum. It is night now and I am done drawing for today but tomorrow I will try to redraw it.
Here it goes: Indeed with the 45 degree line sloping upward to the right, the side view is not flipped. π
Finally! I finished drawing the orthos for the simple object to project! Good Lord it took ages to come back to the assignment. Anyway here are the time lapses of the different settings:
1rst Session: https://www.instagram.com/reel/DL0WSl1u6AG/?igsh=b3Mwc2kwNmY5N2Fs
2nd Session: https://www.instagram.com/reel/DMwPfqcuK-y/?igsh=Zzd6YXdidG1uOXk1
I just finished my orthographic projection and then noticed this diagram that Marshall posted. That 45 degree angle would have saved some time. Oh well, it was still fun...
The lack of windows is killing me. What are you hiding inside the house Marshall?
I cant believe I watched this and thought "nah, easy peasy! almost boring!" I am learning ! this is the proof: this would have overloaded my brain a month ago!thanks Marshall for this course!πππ
our brain have been drilled, I tell you! We need to band together and hold Marshall accountable for these geometric cells stuck inside our cranium once and for all!!
β’
7mo
If I had flipped the side-view position horizontally, I could have used the architecture student's trick of transferring measurements with a diagonal line.
Dan the animator introduced this into the course for the orthos assignment. It makes transfers faster and (usually) more accurate.
See the diagram in this slide...
Or, if the diagonal line is in the opposite direction, the side-view doesn't need to be flipped β unless I misunderstood what you meant.
@Marshall Vandruff I love these projects! I want to be creative, but as a programmer I just gravitate towards these puzzles. Even if itβs challenging you can also see the results of training quickly as it does get easier with each attempt. Keep up the great work!
