ASSIGNMENT SUBMISSION: Feel free to submit your assignments in this lesson or the previous one (Assignment - XYZ: The Framework for Drawing in 3D) submissions will be reviewed from both location. - please try to avoid making duplicate posts
Objective:
Understand spatial positioning by labeling and drawing lines from different perspectives.
Key Steps:
Initial Drawing: Using the 3D models provided in this Lesson Group, sketch the models and label lines. Name the lines out loud to reinforce learning.
Re-drawing: After the initial sketch, spin or change the perspective of the object, redraw it, but keep the labels the same. This exercise helps in understanding the object’s dimensions from different viewpoints.
Focus on Lines:
Straight lines represent simple movements along one, two, or all three axes (x, y, z).
Diagonal lines may require naming multiple axes (XY, YZ, etc.).
Advanced Tip: Start with simple forms like right angles and gradually explore complex forms by drawing and naming lines in relation to a base (floor, wall, or ceiling).
This assignment helps build fundamental skills in visualizing and manipulating spatial dimensions in drawings.
Deadline - submit by April 29, 2025 for a chance to be in the critique video!
Here's my attempt at this exercise. It felt daunting at first but it was a good opportunity to revise the blob method, strengthen freehand straight lines, eyeball the DCFOA parameters, get a hang of maintaining the volume and proportions of an object at different angles and also, revise the Cartesian coordinate system ;)
I think I’ve got the gist of the assignment,but the proportions are all over the place(at least in the initial forms),i also made a few silly mistakes,like drawing an octagon instead of a hexagon,constructing hexagon in a wrong way,getting too caught up in different angles rather than focusing on understanding their axes and so on....
I could’ve been a little less messy with the line work and overall presentation 😅
That said,I really enjoyed the assignment nonetheless! 😁
First page (hopefully more later). Since there was no mention for keeping it super accurate, as an extra challenge, decided to freehand it from imagination. Then, I quickly came to the realization that I'm not sure how to draw a believable-looking hexagon without a compass; even more so if it's foreshortened. Best I came up with is a square with a circle inside, then equilateral triangles, but I'm not sure how you'd measure that accurately even with tools when foreshortened.
Oh dear... I'm kind of intimidated by this one and have not done a whole lot of drawing. Can anyone explain how these are being set up? Or should I not worry about it at my level and just sketch and label... despite them being an abomination to accuracy and proportion?
For the hexagon, I kinda deconstructed what Marshall did and drew a box around the form using the edges of the hexagon to discover the 3 axes which give you the box. Then I divided the planes of the box with diagonals to find the halfway point for the hexagon, and finally just connected them. I found the other side by using the parallel axis lines along a particular axis. I hope this makes some sense, I tried but it’s a lot of lines so I apologize if it’s confusing. It’s simpler than it looks to try, much harder to get perfect (intuiting the VPs), but not a hard system in itself, just lots of lines. Basically sussing out the 3 axes and diagonals then a lot of connect the dots. So you were right to look for VPs, we just don’t need to find them for the slanted xz lines because discovering the centre point with the diagonals method give us the result quicker. The diagonal method is a reliable way to get halves or thirds or more in perspective where halves for example get smaller further back and don’t look like exact halves. I use the same methods for the shape that shall not be named, I try to find the axes in common with a box, and start there.
For the second image in your post, that will come up when we begin to do accurate proportions I think so I wouldn’t worry about that yet. Rn I’m just estimating some parts from the diagonals and axes method above.
Here is my most recent stuff, as well as the assignment work I posted in the previous video which is a few days old, more carefully done, yet perhaps less confident as I am noticing mistakes. If anyone else is having trouble with intuiting perpendicular angles from all sort of viewer positions like I am, the transparent forms found on Amazon are a lifesaver - you can look through them to see the way axes progress in any type of rotation or tilt.
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ASSIGNMENT SUBMISSION: Feel free to submit your assignments in this lesson or the previous one (Assignment - XYZ: The Framework for Drawing in 3D) submissions will be reviewed from both location. - please try to avoid making duplicate posts
Objective:
Understand spatial positioning by labeling and drawing lines from different perspectives.
Key Steps:
Initial Drawing: Using the 3D models provided in this Lesson Group, sketch the models and label lines. Name the lines out loud to reinforce learning.
Re-drawing: After the initial sketch, spin or change the perspective of the object, redraw it, but keep the labels the same. This exercise helps in understanding the object’s dimensions from different viewpoints.
Focus on Lines:
Straight lines represent simple movements along one, two, or all three axes (x, y, z).
Advanced Tip: Start with simple forms like right angles and gradually explore complex forms by drawing and naming lines in relation to a base (floor, wall, or ceiling).
This assignment helps build fundamental skills in visualizing and manipulating spatial dimensions in drawings.
Deadline - submit by April 29, 2025 for a chance to be in the critique video!