This question is on modern physics and wave and particles: When we refer to a “bound” particle, we usually mean one for which there is no probability of finding it outside some finite confines. Could a bound particle be perfectly dead stationary, meaning a well-defined velocity of zero? Why or why not?
This question is on modern physics and wave and particles: When we refer to a “bound” particle, we usually mean one for which there is no probability of finding it outside some finite confines. Could a bound particle be perfectly dead stationary, meaning a well-defined velocity of zero? Why or why not?
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This question is on modern physics and wave and particles:
When we refer to a “bound” particle, we usually mean one for which there is no probability of finding it outside
some finite confines. Could a bound particle be perfectly dead stationary, meaning a well-defined velocity of zero?
Why or why not?
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