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Facing hurdles in design or sketching? As a student, do you grapple with balancing schoolwork and creative pursuits? This blog provides in-depth, tailored advice, directly tackling issues in design, sketching, and academic management. It's a place where you may find the necessary support and guidance to overcome these challenges. (Copyright © 2007-2024 Daniel Lim) Feel free to share the topics you're eager to explore in this blog. Additionally, if my content has inspired or aided you, I'd love to hear about it. Your feedback is invaluable.

01 March 2022

Three-Point Perspective Objects into Simple Manageable 3D Isometric Forms

It is always a challenge for students to copy a real world object especially if these images come in the form of a photograph of a product. Or they might have taken a photograph of an object. The real world is always presented in its natural three-point perspective

To reproduce these references onto paper, students often tries too hard to copy the real thing in its entirety realistically. This is not necessary. And it takes up too much time. 

It will be good enough to be able to capture it’s essence, it’s general shape and form. Only later to study it’s function and features. From the simplified version and perspective. 

In this case, we attempt to represent the real thing in simple 3D Isometric blocks. You don’t need to include the minor curvatures and texture and patterns on the real thing.

Omitting these details do not affect the quality of your explorations on their functionality.

Watch the video to find out how you can do this. You may wish to follow the video and practice it on your own. Pause anywhere you wish along the video as you follow through the steps.


Three-Point Perspective Objects into Simple Manageable 3D Isometric Forms

In this video I show you the steps of getting this done with an example of a bar stool chair:

  • First we interpreted the real world three-point perspective image of the chair by drawing major blocks over the reference. 
  • Then we present it on 2D Front and Side Orthographic views. 
  • Finally  we use these references to produce a 3D Isometric version of the real thing.

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