Does the particle wave duality create unique signatures...

[Felix Quintana]

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.

 

[BvU]

I'm afraid I don't understand the question; could you elucidate ? Give an example ?

 

[Felix Quintana]

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.

 

[Felix Quintana]

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?

 

[BvU]

You might want to check this thread
Still confused what you want to ask. Is this in an introductory quantum mechanics context ?

 

[Felix Quintana]

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.

 

[BvU]

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

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 .