Does the particle wave duality create unique signatures...

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Discussion Overview

The discussion revolves around the concept of particle-wave duality in quantum mechanics and whether this duality creates unique signatures for particles. Participants explore the implications of momentum, mass, and velocity in relation to wave representation.

Discussion Character

  • Debate/contested

Main Points Raised

  • One participant argues that particle-wave duality does not create unique signatures because the same momentum can be achieved with different velocities or masses.
  • Another participant expresses confusion about the initial question and requests clarification or examples.
  • It is suggested that momentum can be represented as a wave, implying that all particles have corresponding wave representations based on their momentum.
  • A participant describes the wave representation as a combination of straight lines and interrupting waves, seeking to clarify the concept further.
  • Several participants indicate confusion regarding the context of the question, specifically whether it pertains to introductory quantum mechanics.
  • A later reply reiterates the idea that the uncertainty relation is universal, supporting the notion that unique signatures may not exist.

Areas of Agreement / Disagreement

Participants express differing views on whether particle-wave duality results in unique signatures, with some supporting the idea that it does not, while others seek clarification and do not provide a definitive stance.

Contextual Notes

There are indications of missing assumptions and the need for clearer definitions regarding the concepts of momentum, mass, and wave representation in the context of particle-wave duality.

Felix Quintana
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I know how the particle duality works, but does the duality create its unique pattern. I want to argue no because one can obtain the same momentum with different velocities or mass.
 
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I'm afraid I don't understand the question; could you elucidate ? Give an example ?
 
Momentum can be represented as a wave, therefore all corresponding mass has a representing wave. All particles have wave duality, by adding wavelengths to create the corresponding wave to that momentum.
 
The wave is a representation of both the particle and wave form...They look like straight line with an interrupting wave...Is this any help?
 
You might want to check this thread
Still confused what you want to ask. Is this in an introductory quantum mechanics context ?
 
BvU said:
You might want to check this thread
Still confused what you want to ask. Is this in an introductory quantum mechanics context ?
watch this: Near the end it talks about waves being put together...does this create a unique signature of the object.
 
Felix Quintana said:
does this create a unique signature of the object
I would say: no, on the contrary: this uncertainty relation is universal.
So in your post #1
Felix Quintana said:
I want to argue no because one can obtain the same momentum with different velocities or mass.
you have the right idea.
Feel free to ask more; this is a very fundamental issue :smile: .
 

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