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» home » 2025 High School Physics Photo Contest Gallery » Leo Zhang

The Optical Tunnel

Leo Zhang

Award: Top 100

School: rabun gap-nacoochee
Teacher: woody malot
Category: Contrived
Photo #19145

The Optical Tunnel

Hoping to capture some golden-hour cityscape shots,  I went up to the rooftop of my apartment one winter evening. I then stumbled upon a ladder leading to the chimney of the apartment. Its symmetry and structure caught my attention,  so I raised my camera.

My picture illustrates one-point linear perspective. Parallel in three-dimensional space,  the ladder runs upward and appears to converge at a single vanishing point in the distance. This one-point perspective arises because the rails are essentially perpendicular to the projection plane,  so their vanishing point lies at the eye point.

The ladder's equally spaced rungs and circular hoops demonstrate the phenomenon of foreshortening: each successive rung and hoop appears smaller and closer together with increasing distance,  even though their real spacing is uniform. This diminishing size arises because objects subtend smaller visual angles when farther away. Dimensions aligned with the line of sight are compressed (foreshortened) relative to those across it,  so the ladder's vertical length is visually shortened and the hoops appear as increasingly flattened ellipses toward the vanishing point.

My picture also illustrates the principles of projective geometry. Parallel lines in three-dimensional space map to converging lines in a two-dimensional projection,  and objects aligned along the line of sight exhibit distortion that reflects this transformation. The setup is functionally equivalent to a pinhole camera: light rays from each point on the ladder converge through a single viewpoint and form an image on a flat surface.

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