Âé¶¹ÒùÔº

May 5, 2025

A snapshot of relativistic motion: Special relativity made visible

Credit: Vienna University of Technology
× close
Credit: Vienna University of Technology

When an object moves extremely fast—close to the speed of light—certain basic assumptions that we take for granted no longer apply. This is the central consequence of Albert Einstein's special theory of relativity. The object then has a different length than when it is at rest, and time passes differently for the object than it does in the laboratory. All this has been repeatedly confirmed in experiments.

However, one interesting consequence of relativity has not yet been observed—the so-called Terrell-Penrose effect. In 1959, physicists James Terrell and Roger Penrose (Nobel laureate in 2020) independently concluded that fast-moving objects should appear rotated. However, this effect has never been demonstrated.

Now, a collaboration between TU Wien (Vienna) and the University of Vienna has succeeded for the first time in reproducing the effect using laser pulses and precision cameras—at an effective of 2 meters per second. The research is in the journal Communications Âé¶¹ÒùÔºics.

Einstein's length contraction

"Suppose a rocket whizzes past us at 90% of the speed of light. For us, it no longer has the same length as before it took off, but is 2.3 times shorter," explains Prof. Peter Schattschneider from TU Wien. This is the relativistic length contraction, also known as the Lorentz contraction.

However, this contraction cannot be photographed. "If you wanted to take a picture of the rocket as it flew past, you would have to take into account that the light from different points took different lengths of time to reach the camera," explains Schattschneider.

The light coming from different parts of the object and arriving at the lens or our eye at the same time was not emitted at the same time—and this results in complicated optical effects.

Get free science updates with Science X Daily and Weekly Newsletters — to customize your preferences!

The racing cube: Seemingly rotated

Let's imagine that the super-fast object is a cube. Then the side facing away from us is further away than the side facing towards us. If two photons reach our eye at the same time, one from the front corner of the cube and one from the back corner, the photon from the back corner has traveled further. So it must have been emitted at an earlier time. And at that time, the cube was not at the same position as when the light was emitted from the front corner.

Relativistic motion of a cube. Credit: Communications Âé¶¹ÒùÔºics (2025). DOI: 10.1038/s42005-025-02003-6

"This makes it look to us as if the cube had been rotated," says Schattschneider. This is a combination of relativistic length contraction and the different travel times of light from different points. Together, this leads to an apparent rotation, as predicted by Terrell and Penrose.

Of course, this is irrelevant in everyday life, even when photographing an extremely fast car. Even the fastest Formula One car will only move a tiny fraction of the distance in the time difference between the light emitted by the side of the car facing away from us and the side facing towards us. But with a rocket traveling close to the speed of light, this effect would be clearly visible.

The effective speed of light trick

Technically, it is currently impossible to accelerate rockets to a speed at which this effect could be seen in a photograph. However, the group led by Peter Schattschneider from USTEM at TU Wien found another solution inspired by art: they used extremely short and a high-speed camera to recreate the effect in the laboratory.

"We moved a cube and a sphere around the lab and used the high-speed camera to record the laser flashes reflected from different points on these objects at different times," explain Victoria Helm and Dominik Hornof, the two students who carried out the experiment. "If you get the timing right, you can create a situation that produces the same results as if the speed of light were no more than 2 meters per second."

It is easy to combine images of different parts of a landscape into one large image. What has been done here for the first time is to include the time factor: the object is photographed at many different times. Then the areas illuminated by the laser flash at the moment when the light would have been emitted from that point if the speed of light was only 2 m/s are combined into one still image. This makes the Terrell-Penrose effect visible.

"We combined the still images into short video clips of the ultra-fast objects. The result was exactly what we expected," says Schattschneider. "A cube appears twisted, a sphere remains a sphere, but the North Pole is in a different place."

When art and science circle each other

The demonstration of the Terrell-Penrose effect is not only a scientific success—it is also the result of an extraordinary symbiosis between art and science. The starting point was an art-science project by the artist Enar de Dios Rodriguez, who several years ago, in collaboration with the University of Vienna and the Vienna University of Technology, explored the possibilities of ultra-fast photography and the resulting "slowness of light."

The results may help us understand the intuitively elusive world of relativity a little better.

More information: Dominik Hornof et al, A snapshot of relativistic motion: visualizing the Terrell-Penrose effect, Communications Âé¶¹ÒùÔºics (2025).

Journal information: Communications Âé¶¹ÒùÔºics

Load comments (7)

This article has been reviewed according to Science X's and . have highlighted the following attributes while ensuring the content's credibility:

fact-checked
peer-reviewed publication
trusted source
proofread

Get Instant Summarized Text (GIST)

The Terrell-Penrose effect, which predicts that objects moving near light speed appear visually rotated due to relativistic effects and light travel time differences, has been experimentally demonstrated for the first time. Using laser pulses and high-speed cameras, researchers recreated the effect at an effective light speed of 2 m/s, making this relativistic optical phenomenon directly observable.

This summary was automatically generated using LLM.