Is The Planck Length the smallest length possible?

In summary, the Planck length is just the length scale where quantum gravitational effects are expected to be large.
  • #1
VictorMedvil
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So, I was wondering is the Planck length the smallest length possible for measurement in physics? Please give as much details as to why or why not.
 
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The Planck length is not the smallest possible length. It is just the length scale where quantum gravitational effects are expected to be large.
 
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  • #3
Dale said:
The Planck length is not the smallest possible length. It is just the length scale where quantum gravitational effects are expected to be large.
Ah, Okay then is there a smallest length?
 
  • #4
VictorMedvil said:
Ah, Okay then is there a smallest length?
There might be, but no sign of such a thing has appeared in any experiment we’ve been able to perform and nothing in any of our best theories (general relativity and quantum field theory) that such a thing must exist. So... we don’t know.

also try this Insights article: https://www.physicsforums.com/insights/hand-wavy-discussion-planck-length/
 
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Nugatory said:
There might be, but no sign of such a thing has appeared in any experiment we’ve been able to perform and nothing in any of our best theories (general relativity and quantum field theory) that such a thing must exist. So... we don’t know.

also try this Insights article: https://www.physicsforums.com/insights/hand-wavy-discussion-planck-length/
The original question posed to me was the universe infinite, so I suppose a solid answer to that question, is I don't know then if there is no confirmed smallest length of space, thanks for your input guys.
 
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  • #6
VictorMedvil said:
there is no confirmed smallest length
There is no confirmed smallest length - we can be clear about that.
But there might be one that we just don't know about - we have not confirmed that there is not one.
 
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This is an occasion where physics doesn’t allow something that mathematics does. For example, think about moving faster than the speed of light. On paper you could apply a force to a mass and accelerate it up and past the speed of light, but we know that in nature that just is not physically possible because the mass of the object (and thus, the energy needed to speed it up) goes towards infinity—both keep growing without any limit. So what we can do on paper, we can’t do in reality.
 
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I guess it comes down to a thought experiment do you think something like a Tipler Cylinder(https://journals.aps.org/prd/abstract/10.1103/PhysRevD.9.2203) is possible without exotic matter that causality violations can happen with a finite length? If you think that something like that is possible with a finite length then space must be finite too, I would think since there would be a shifting of the null cones into the past CTC without a infinite length(http://cds.cern.ch/record/364418/files/9809037.pdf).
Steven Hawking certainly did not think Tipler Cylinders were possible without exotic matter or an infinite length(https://arxiv.org/pdf/gr-qc/0603045.pdf).
 
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  • #11
AdvaitDhingra said:
On paper means in Mathematics.

There is no force and acceleration in mathematics. These are physical terms.

AdvaitDhingra said:
I am referring to the Lorentz transformation.

No you are not, you were talking about relativistic mass.
 
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Thread closed temporarily for Moderation...
 
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VictorMedvil said:
I guess it comes down to a thought experiment do you think something like a Tipler Cylinder(https://journals.aps.org/prd/abstract/10.1103/PhysRevD.9.2203) is possible without exotic matter that causality violations can happen with a finite length? If you think that something like that is possible with a finite length then space must be finite too, I would think since there would be a shifting of the null cones into the past CTC without a infinite length(http://cds.cern.ch/record/364418/files/9809037.pdf).
Steven Hawking certainly did not think Tipler Cylinders were possible without exotic matter or an infinite length(https://arxiv.org/pdf/gr-qc/0603045.pdf).
@VictorMedvil -- It's great that you are curious and want to learn. Please keep in mind that here at PF we are happy to answer questions and make suggestions of reading to do to learn more, but we do not allow personal speculation. So when asking questions, please be careful to avoid speculating and just ask questions to help you understand your reading better. Thanks.

Your original questions have been answered, so this thread will remain closed.

@AdvaitDhingra -- I've copied your New Member Introduction post here for the others to better understand your passion for learning. Keep up the good work! :smile:
AdvaitDhingra said:
How did you find PF?: I Googled "Physics Forums" and voilà!

Hi, my name is Advait Dhingra and I'm a 15-year-old high schooler from Germany.

I have been interested in Physics since I was 4 and I particularly like Quantum Physics, String Theory and Cosmology. I also like to code physics simulations and visualisations.

I've made a Muon simulation in C++, a Schrödinger Wavefunction and Amplitude visualizer and much more!

I plan on studying Physics and becoming a Physicist, if all goes well.

Feel free to contact me if you have any further questions!
 
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1. What is the Planck Length?

The Planck Length is the smallest length that has any physical meaning in the universe. It is approximately 1.616 x 10^-35 meters.

2. Why is the Planck Length considered the smallest length possible?

The Planck Length is considered the smallest length possible because it is the length at which the laws of physics, specifically quantum mechanics and general relativity, break down and cannot accurately describe the behavior of matter and energy.

3. Can the Planck Length be measured?

No, the Planck Length is so incredibly small that it is currently impossible to measure directly. It is beyond the capabilities of our current technology.

4. Is there any evidence to support the existence of the Planck Length?

While we cannot directly measure the Planck Length, there are several theories and mathematical models, such as string theory and loop quantum gravity, that suggest the existence of a minimum length in the universe. However, these theories are still being studied and are not yet proven.

5. Could there be a smaller length than the Planck Length?

It is currently unknown if there could be a smaller length than the Planck Length. Some theories suggest the possibility of sub-Planckian lengths, but this is still a topic of debate and further research is needed to fully understand the smallest scales of the universe.

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