Concept / Orthographic projection

Orthographic projection

A projection that preserves parallel lines without convergence

A projection that keeps parallel lines parallel and suppresses distance-based size change.

A phrase to start with

Shows form with orthographic projection and preserved parallel lines.

Appearance and effects

Edges of the same direction remain parallel and distant parts do not shrink dramatically.

Visual traits

  • Parallel lines
  • Stable proportion
  • Depth without a vanishing point

Expected changes

  • Edges in the same direction are more likely to remain parallel
  • Proportion is easier to compare

Five examples

1 — Medium-sized dog
Open image ↗
2 — Cat
Open image ↗
3 — Teenage boy
Open image ↗
4 — Unoccupied interior
Open image ↗
5 — Valley with a river and mountain ranges
Open image ↗

Meaning and scope

Definition

It projects objects with parallel viewing rays and retains parallel edges of the same direction. It differs from one-point perspective and isometric projection.

In more detail

It makes form and proportion easier to compare in architectural elevations, product faces, and map-like diagrams. Subject and medium remain separately selectable.

Includes

  • Orthogonal projection that preserves parallel lines

Excludes

  • Perspective converging to a vanishing point
  • Isometric projection
  • Lens distortion

What this does not imply

  • A particular building
  • Isometric projection
  • A particular lens

Variability

The shown face such as front, side, or plan can be selected separately.

Usage and adjustments

Usage

  • Keep edges of the same direction parallel
  • Specify subject and shown face separately

Distinguish similar expressions

  • Use one-point perspective when a vanishing point is required

Typical uses

  • Compare an architectural elevation
  • Show product form without perspective distortion

Possible failure modes

  • Lines converging to a vanishing point
  • Distant parts shrinking strongly

Content updated:

From the same theme

Items linked through explicit membership in the same theme.