Quantum fluctuation and classical physics

In summary, the conversation discusses the concept of quantum fluctuations in classical physics and whether there is an equivalent phenomenon. The speaker also brings up the idea of human induced energy fluctuations and their impact on longevity. However, the validity of these ideas is questioned and the conversation ends with the topic being deemed unsuitable for discussion in the forum.
  • #1
kinchit bihani
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Is there an equivalent of quantum fluctuation in classical physics?
Hi,

Can we derive an equivalent concept of quantum fluctuation in classical physics using correspondence principle? Also, how can we account for transfer of energy back and forth at the quantum and classical border?

Thanks
 
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  • #2
There is no equivalent of quantum fluctuations in classical physics. In classical physics there are statistical fluctuations in classical statistical physics, but they are not equivalent to quantum fluctuations. In addition, there is no sharp borderline between quantum and classical.
 
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  • #3
Thanks for your reply.

What I was thinking of was human induced energy fluctuations in classical systems? Here humans are the "cause". From a metaphysical point of view, at classical level, its only living organisms who have the capability to introduce energy fluctuations in the entire universe. By “fluctuation”, I mean anything that deviates from the natural course of action.
So, if such a fluctuation occurs, can the combined positive energy (quantum and classical) be equal to the combined negative energy (quantum and classical), since there is no strict borderline between the two systems?
 
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  • #4
kinchit bihani said:
human induced energy fluctuations in classical systems?

What are you talking about? Please give a reference.

kinchit bihani said:
From a metaphysical point of view, at classical level, its only living organisms who have the capability to introduce energy fluctuations in the entire universe.

Where are you getting this from? Please give a reference. Both this and your statement quoted above sound like pseudoscience, not science.
 
  • #5
kinchit bihani said:
What I was thinking of was human induced energy fluctuations in classical systems? Here humans are the "cause". From a metaphysical point of view, at classical level, its only living organisms who have the capability to introduce energy fluctuations in the entire universe. By “fluctuation”, I mean anything that deviates from the natural course of action.
So, if such a fluctuation occurs, can the combined positive energy (quantum and classical) be equal to the combined negative energy (quantum and classical), since there is no strict borderline between the two systems?
Sorry, but that's a nonsense even from a metaphysical point of view (whatever that means). First, it's not true that only living organisms can introduce energy fluctuations in the entire universe. Second, life and fluctuations are parts of the natural course of action.
 
  • #6
Thanks for using some 'kind' words in your reply. Still, I am trying once more by giving an example.

In a natural course of action, human earliest ancestors would either stand or squat or walk or run.

In an unnatural (if I may use this word) course of action, the humans invented chair and would spend more time sitting on it, leading to conservation (conserve as a verb) of energy. From first law of thermodynamics, this energy gets converted into mass as the person is expected to gain weight, over a period of time. As science tells, sedentary lifestyle increases chances of early death (biological changes guided by quantum mechanics); an outcome that is unfavorable when compared to a person who let's say is more active and is likely to be more healthy and live longer. Thus, the chair here represents an unfavourable energy state, and is not tenable in the longer run.

In above case, change in energy level (Delta E) and longevity of that human (Delta t) would be analogous to the HU equation. For a short energy change, the person would be expected to live longer and vice-versa.

When I said human induced energy fluctuation, I meant changes in energy levels that deviate from a natural course of action by a conscious will that only living organisms have in the universe.

Always glad to hear comments, whatever they may be.
 
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  • #7
kinchit bihani said:
In a natural course of action, human earliest ancestors would either stand or squat or walk or run.

In an unnatural (if I may use this word) course of action, the humans invented chair and would spend more time sitting on it...

What does any of this have to do with quantum physics? Or, for that matter, physics?
 
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  • #8
kinchit bihani said:
In above case, change in energy level (Delta E) and longevity of that human (Delta t) would be analogous to the HU equation.

Trying to make an invalid analogy between quantum physics and human weight is not a suitable topic for this forum.

Thread closed.
 
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1. What is the difference between quantum fluctuation and classical physics?

Quantum fluctuation refers to the unpredictable and random changes in the energy levels of subatomic particles, while classical physics deals with the predictable behavior of macroscopic objects. In classical physics, objects have well-defined positions and velocities, while in quantum mechanics, particles can exist in multiple states simultaneously.

2. How do quantum fluctuations affect classical systems?

Quantum fluctuations can have a significant impact on classical systems, especially at the subatomic level. They can cause small changes in the energy levels of particles, leading to changes in their behavior and properties. In some cases, these fluctuations can even cause macroscopic effects, such as the Casimir effect.

3. Can classical systems exhibit quantum behavior?

Yes, under certain conditions, classical systems can exhibit quantum behavior. This phenomenon is known as wave-particle duality, where particles can behave like waves and exhibit quantum behavior. This has been observed in experiments with large molecules and even macroscopic objects, such as buckyballs.

4. How are quantum fluctuations related to the uncertainty principle?

The uncertainty principle states that it is impossible to know both the position and momentum of a particle with absolute certainty. This is because the act of measuring one property affects the other. Quantum fluctuations contribute to this uncertainty by causing unpredictable changes in the energy levels of particles, making it impossible to know their exact state at any given time.

5. Can quantum fluctuations be harnessed for practical applications?

Yes, quantum fluctuations have been harnessed for various practical applications, such as in quantum computing and cryptography. By utilizing the randomness of quantum fluctuations, these technologies can perform calculations and secure communications in ways that are not possible with classical systems.

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