Why do aperture blades create sunstar rays, and why do odd blade counts produce twice as many?
Asked 7/12/2020
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I’m trying to understand how lens aperture blades create starburst/sunstar rays around bright point light sources. Articles often say that each aperture blade creates a ray, but then also say lenses with an odd number of blades produce twice as many visible rays, while even-numbered blades do not. Why does this happen, and what role do blade shape and aperture setting play?
Originally by user81115. Source · Licensed CC BY-SA 4.0
user81115
6y ago
2 Answers
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Due to the wave nature of light (light travels as both a wave and a particle), the wave will bend around edges (much in the way that water going through a gap in a wall will bend around the wall). The light bends in the direction orthogonal to the edge. The effect is called diffraction and the "sunbeams" are called diffraction spikes.
The effect is most noticeable when edges are straight ... aperture blades that are flat such that the aperture is a polygon. If the aperture blades are rounded, the effect isn't noticed (or at least not as much) because the curve causes the light to spread out along the curve ... rather than all light bending in the same direction and concentrating the effect. It is possible (or it was ... I used to use one) to get a filter that has very fine wires embedded in the glass. These were sometimes called starlight filtered because they turn every point of light into a "star" with diffraction spikes. There are variations on these that used etched grooves ... but these create spikes with a prismatic effect.
Some reflector telescopes (such as Newtonian reflectors -- but there are others that do this) have a secondary mirror near the front of the telescope supported by a "spider" ... usually four thin vanes that support the secondary mirror, but occasionally three. These telescopes also create diffraction spikes. There are variants that used curved vanes specifically to spread out the diffraction effect so that the spike isn't noticeable.
Every edge causes the light to bend in both directions. When you have an even number of aperture blades, the diffraction spikes from the blades on opposite sides of the aperture are overlaid on each other and they double up the effect -- creating fewer spikes but the spikes are larger and brighter. A lens with an odd number of blades will also create spikes in both directions (hence a 9-blade aperture gets 18 spikes) but since the spikes aren't paired up with a blade on the opposite side of the lens, the effect isn't intensified. This results in more spikes ... but not as large or bright.
Originally by user82237. Source · Licensed CC BY-SA 4.0
user82237
6y ago
0
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Sunstar rays are diffraction spikes caused by light bending around the edges of the aperture blades. This is most visible with a small, bright point source, and it becomes stronger at smaller apertures because the aperture opening is tighter and its edges have more effect.
Each straight aperture edge creates a diffraction spike perpendicular to that edge. A single spike extends in two opposite directions, so each edge really produces a line with two visible rays.
That explains the blade-count rule:
- odd number of blades: the spikes from each edge fall in unique directions, so you see twice as many rays as blades
- even number of blades: opposite edges are parallel and create overlapping spikes, so the pairs merge and you only see as many visible rays as blades
Blade shape matters too. Straight-edged polygonal apertures produce stronger, cleaner sunstars. Rounded blades spread the diffraction more and make the effect less pronounced.
So the article’s basic idea is correct, but it’s clearer to say that aperture edges create diffraction spikes, and whether they overlap depends on the blade arrangement.
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