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Extra Dimensions and the Speed of Signals

Investigating how signals may travel faster than light in higher dimensions.

― 6 min read


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In physics, the idea of extra dimensions is fascinating and complex. Most of us are familiar with the three dimensions of space (length, width, height) and the dimension of time. However, some theories suggest there could be more dimensions that we cannot see or directly experience. This concept opens up new possibilities for how Signals can travel in our universe.

What are Branes?

Imagine our universe as a three-dimensional surface, which some scientists call a "brane." This brane exists in a higher-dimensional space. In this model, all the familiar particles and forces are found on this brane, while Gravity is allowed to move freely in the higher dimensions, referred to as the "bulk." These extra dimensions can have surprising effects on how signals travel from one point to another.

How Signals Can Appear Faster Than Light

One of the interesting aspects of this study is how signals from our brane can seem to travel faster than light. This happens because a signal can take a shortcut through these extra dimensions. When a signal is sent from our brane, it can travel through the bulk and come back to a distant point on the brane in less time than it takes light to travel the same distance along the brane itself.

Imagine sending a light signal straight across a large field. In a flat field, the light would take a certain amount of time to reach the other side. However, if you had a tunnel that went straight through a hill in the middle of the field, the signal could use that tunnel and arrive faster than the signal traveling through the open field.

The signal traveling through the bulk does not exceed the speed of light within its own space, but due to the spacetime bending caused by mass on the brane, it can arrive quicker than light moving on the brane.

Gravitational Delays

In this model, signals sent along the brane experience delays caused by the mass located there, like gravity slowing them down. The more mass that exists on the brane, the more delay the signals experience. This is similar to how a ship in a river might be slowed down by obstacles or currents. Meanwhile, signals traveling through the bulk are less affected by this gravitational delay.

The result is that from the perspective of an observer stuck on the brane, it can appear as though the bulk signal has traveled faster than light. However, this doesn't break any fundamental rules of physics, because the signals don't actually exceed the speed of light in their own domains.

Black Holes and Light Signals

Black holes are extreme examples of how gravity can bend the path of light. A light signal sent near a black hole can take longer to reach its destination due to the strong gravitational field. In some cases, a signal leaving a black hole's edge could even arrive at a faraway point before a signal sent directly in a straight line.

Imagine a scenario where two light signals are sent simultaneously from the same point: one traveling directly away from a black hole and the other traveling very close to the edge of the black hole. Under the right conditions, the signal close to the black hole could arrive at its destination before the other signal, even though it traveled a longer path.

The Setup of Brane World Models

In our universe's brane world models, all standard particles exist on the brane while gravity spreads out into the bulk. This situation can create shortcuts, especially when the brane is curved. When a signal moves through the bulk, it can sometimes take a route that allows it to arrive faster than a light signal moving on the brane.

Observations and Implications

The implications of these theories are significant. If signals can appear to travel faster than light, we might have new ways to address some long-standing problems in cosmology, like the cosmological horizon problem where regions of space seem disconnected from each other.

Furthermore, if this kind of signal propagation were to be consistently observed, it could lead to new discoveries in physics. For instance, scientists might notice Gravitational Waves arriving at different times, with one signal arriving before its electromagnetic counterpart. This could provide insights into the nature of our universe and the forces that govern it.

Challenges with Superluminal Propagation

However, the idea of superluminal signals does raise some concerns, particularly regarding causality. Causality is a fundamental principle that states cause comes before effect. If signals can travel faster than light, it may create scenarios where effects occur before their causes, which could lead to paradoxes. For this reason, the scientific community is cautious about fully embracing the idea of superluminal signals.

Experimental Evidence and Limitations

Using actual gravitational wave events, scientists can test and impose limits on these theories of extra dimensions. For example, by studying gravitational waves, researchers can observe signals and their timings, allowing them to estimate distances and understand better how these signals propagate through both the brane and the bulk.

In one study, researchers examined gravitational wave events and found that if the extra dimensions were significant, we could expect to detect repeated signals within a certain time frame. Since no such repeated signals have been detected, researchers concluded that extra dimensions must either be extremely small or very large.

Conclusion

The study of extra dimensions and brane world models offers exciting possibilities for understanding our universe. The idea that signals can appear to travel faster than light due to the unique nature of higher dimensions challenges our perceptions of space and time. While these theories need careful consideration and testing, they may pave the way for breakthroughs in our understanding of fundamental physics. In the quest to understand the universe, exploring these concepts will continue to be an important area of research for scientists.

By studying how signals behave in these complex models, we can learn not only about the nature of gravity and light but also about the deeper structure of our universe. Whether or not these theories will hold up to scrutiny over time remains to be seen, but the pursuit of knowledge in this field is bound to lead to new insights and discoveries.

Original Source

Title: Superluminal propagation along the brane in space with extra dimensions

Abstract: We demonstrate that a model with extra dimensions formulated in Csaki et al. (Phys Rev D 62, 045015), which fatefully reproduces Friedmann-Robertson-Walker (FRW) equations on the brane, allows for an apparent superluminal propagation of massless signals. Namely, a massive brane curves the spacetime and affects the trajectory of a signal in a way that allows a signal sent from the brane through the bulk to arrive (upon returning) to a distant point on the brane faster than the light can propagate along the brane. In particular, the signal sent along the brane suffers a greater gravitational time delay than the bulk signal due to the presence of matter on the brane. While the bulk signal never moves with the speed greater than the speed of light in its own locality, this effect still enables one to send signals faster than light from the brane observer's perspective. For example, this effect might be used to resolve the cosmological horizon problem. In addition, one of the striking observational signatures would be arrival of the same gravitational wave signal at two different times, where the first signals arrives before its electromagnetic counterpart. We used GW170104 gravitational wave event to impose a strong limit on the model with extra dimensions in question.

Authors: De-Chang Dai, Dejan Stojkovic

Last Update: 2024-02-22 00:00:00

Language: English

Source URL: https://arxiv.org/abs/2306.04069

Source PDF: https://arxiv.org/pdf/2306.04069

Licence: https://creativecommons.org/licenses/by/4.0/

Changes: This summary was created with assistance from AI and may have inaccuracies. For accurate information, please refer to the original source documents linked here.

Thank you to arxiv for use of its open access interoperability.

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