What Happens When the Universe is Reduced to the Planck Length?

In summary, if the entire universe were reduced in size by several orders of magnitude, including the size of every object and the strength of all forces, there would be significant changes to the laws of quantum mechanics and classical behavior. However, if the size of objects approached the Planck length, the effects would be similar to a reduction in the speed of light. This concept has been explored in detail on various forums.
  • #1
DrZoidberg
522
70
What would happen if the entire universe would be reduced in size by several orders of magnitude. I mean not just the distances between the galaxies but also the size of every planet, every atom, every nucleus and so on. That also means the strength of all forces would have to become smaller. Would we notice any difference?
The laws of quantum mechanics apply equally on all scales, what causes classical behavior is the large number of interactions and not the size. So no matter how small we make things, objects should still behave classically. But what about the Planck length? What happens if the size of objects approaches that?
Maybe if the universe shrinks in size the effect would essentially be the same as if the speed of light got reduced. At least that's what the equation for the Planck length suggests.
 
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  • #2
What would happen if the entire universe would be reduced in size by several orders of magnitude. Would we notice any difference?
I invented this time machine. The only drawback is that it moves the entire universe through time by the same amount, so there is no noticeable difference. :rolleyes:

Seriously, reduced in size compared to what?
 
  • #3
Relative to the Planck length
 
  • #4
DrZoidberg said:
Relative to the Planck length

although Wikipedia is not always reliable, i might suggest looking at the Wikipedia pages:

http://en.wikipedia.org/wiki/Planck_units

http://en.wikipedia.org/wiki/Fundamental_physical_constant


if all lengths of everything changes relative to the Planck length, then something really changed. the fact that there are about 1025 Planck lengths in the size of an atom is a dimensionless property that we can measure (at least indirectly).

[tex] a_0 = \frac{4 \pi \epsilon_0 \hbar^2}{m_e e^2} = \frac{m_\text{P}}{m_e \alpha} l_\text{P} [/tex]

if that number changed drastically, something would be different. we would think the speed of light has changed. but if no dimensionless property changed, we mortals would not know the difference.
 
  • #5
DrZoidberg said:
What would happen if the entire universe would be reduced in size by several orders of magnitude. I mean not just the distances between the galaxies but also the size of every planet, every atom, every nucleus and so on. That also means the strength of all forces would have to become smaller. Would we notice any difference?
The laws of quantum mechanics apply equally on all scales, what causes classical behavior is the large number of interactions and not the size. So no matter how small we make things, objects should still behave classically. But what about the Planck length? What happens if the size of objects approaches that?
Maybe if the universe shrinks in size the effect would essentially be the same as if the speed of light got reduced. At least that's what the equation for the Planck length suggests.

This exact topic has been discussed extensively here before. I suggest a forum search.
 

Related to What Happens When the Universe is Reduced to the Planck Length?

1. What is the Planck length?

The Planck length is a unit of measurement in quantum mechanics that represents the smallest possible length in the universe. It is approximately 1.6 x 10^-35 meters.

2. Why is the Planck length important?

The Planck length is important because it is the scale at which the effects of quantum gravity become significant. It is also used to calculate other fundamental constants such as the Planck time and Planck mass.

3. What is the relationship between Planck length and light speed?

The Planck length and the speed of light are both fundamental constants in physics. The Planck length is defined as the distance light travels in one unit of Planck time, making it directly related to the speed of light.

4. What is the significance of the Planck length in understanding the nature of the universe?

The Planck length is significant in understanding the nature of the universe because it represents the scale at which we need to consider both quantum mechanics and general relativity in order to fully understand the fundamental laws of physics.

5. Can the Planck length and light speed ever be exceeded?

According to current theories, it is not possible for anything to exceed the speed of light or for any distance to be smaller than the Planck length. These are considered to be fundamental limits in our understanding of the universe.

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