Are Planck Lengths Constant?

In summary, there is a great paper that has been overlooked by many but can be found on the website superstringtheory.com. It discusses the implications of new thinking and poses important questions for string and LQG discussions. The paper is only 12 pages and can be easily accessed for those interested.
  • #1
ranyart
370
0
Here is a great paper, obviously overlooked here, but not at (superstringtheory.com):wink:

Anyway it has some major consequences for new thinking, like asking the above question in the post title.

It is definately a important paper, and although it will no doubt stir the imagination in the reader, it should clarify a very important direction for string v lqg disscutions going on in forums.

http://uk.arxiv.org/PS_cache/gr-qc/pdf/0310/0310096.pdf
 
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  • #2
Originally posted by ranyart
...and although it will no doubt stir the imagination in the reader, it should clarify a very important direction for string v lqg discussions going on in forums.

hello ranyart, I got the address for the abstract
http://arxiv.org/gr-qc/0310096
in case anyone wants to check the abstract out, like dipping a toe
in the water before jumping in. Looks like just 12 pages, so
an easy download in any case.
 
Last edited by a moderator:
  • #3


The paper you have shared is indeed an important contribution to the ongoing discussions about Planck lengths and their constancy. The concept of Planck length, also known as the quantum of length, is a fundamental unit of length in quantum mechanics and is defined as the distance at which quantum gravitational effects become significant.

According to the paper, Planck lengths are indeed constant and do not vary with changing conditions or in different regions of space. This is consistent with the current understanding of the Planck length as a fundamental constant in physics.

The paper also highlights the implications of this constancy for string theory and loop quantum gravity, two major theories attempting to reconcile quantum mechanics with general relativity. Understanding the constancy of Planck lengths is crucial for these theories to make accurate predictions and provide a deeper understanding of the fundamental nature of the universe.

Overall, this paper serves as an important reminder to consider the fundamental constants in our theories and to further explore their implications. It is a valuable contribution to the ongoing discussions and should be taken into account in future discussions and research. Thank you for sharing this insightful paper.
 

1. What is a Planck length?

A Planck length is the fundamental unit of length in the system of natural units known as Planck units. It is approximately 1.616 x 10^-35 meters, which is incredibly small and is often considered to be the shortest measurable length in the universe.

2. Are Planck lengths constant?

Yes, Planck lengths are considered to be constant. They are derived from fundamental physical constants such as the speed of light, the gravitational constant, and the reduced Planck constant, which are believed to be universal constants that do not change over time or in different parts of the universe.

3. How are Planck lengths related to quantum mechanics?

Planck lengths are related to quantum mechanics because they are used to describe the smallest possible length scale in which quantum effects become significant. They also play a role in theories that attempt to reconcile general relativity and quantum mechanics, such as string theory.

4. Can Planck lengths be measured?

No, it is currently impossible to directly measure a Planck length due to its incredibly small size. However, scientists can indirectly measure Planck lengths by studying phenomena that occur on a quantum scale, such as the behavior of particles in high-energy collisions.

5. Do Planck lengths have any practical applications?

Not currently. Planck lengths are so small that they have no practical applications in our daily lives. However, they are important in theoretical physics and are used as a unit of measurement in some areas of research, such as black hole physics and quantum gravity.

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