It's because of probability conservation. The probability going in should be the probability going out unless there is any probability accumulated in x
Can't the particle just go into the potential and stay there? If potential is sufficiently negative that the total energy becomes negative it should form a bound state there no?
@@asheshkafle4984 an infinite barrier is always perfectly reflective. similar to how a particle just bounces back and forth inside a 1 D box outside which the potential is infinite. wavefunction vanishing doesnt mean it can't reflect. just that it can't penetrate the barrier and wavefunction outside is always 0.
Thanks 🤍❤️
@12:00, is't due to |A|=|B| the outgoing wave function only have phase factor ?
yeah but since this time there is a potential, and since in the absence of it there is no phase change, everything he says makes sense i guess
It's because of probability conservation. The probability going in should be the probability going out unless there is any probability accumulated in x
Can't the particle just go into the potential and stay there? If potential is sufficiently negative that the total energy becomes negative it should form a bound state there no?
Given that we're talking about scattering states, I think the assumption is that E > V.
At 5:50 how can there be reflected wave from a infinite potential barrier? The wave function must vanish there no??
@@asheshkafle4984 an infinite barrier is always perfectly reflective. similar to how a particle just bounces back and forth inside a 1 D box outside which the potential is infinite. wavefunction vanishing doesnt mean it can't reflect. just that it can't penetrate the barrier and wavefunction outside is always 0.
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This is helpful ❤️🤍