In quantum mechanics If we consider deep squre well potential Sai(x) this denote wave function If we define a particle in a region (say, from x=0 to x=L then In classical mechanics we can put a partical in this region and also in rest But, In quantum mechanic The energy of particale in this region is obviously KE beacuse in this x=0 to x=L potential is zero This energy is not finite but we get the minimum energy which depends on position. We call it Eigen value En=h(cross)×n²×(pie)²/2ml² From this we can find the Eigen values So we conclude that we can't put a micro particle in a box in quantum mechany It does not exist at rest it has some value of energy which is KE but,my question is that At absolutely zero temperature KE =0 is passible ?
In
If we consider deep squre well potential
Sai(x) this denote wave function
If we define a particle in a region (say, from x=0 to x=L then
In
But,
In quantum mechanic
The energy of particale in this region is obviously KE beacuse in this x=0 to x=L potential is zero
This energy is not finite but we get the minimum energy which depends on position. We call it Eigen value
En=h(cross)×n²×(pie)²/2ml²
From this we can find the Eigen values
So we conclude that we can't put a micro particle in a box in quantum mechany
It does not exist at rest it has some value of energy which is KE
but,my question is that
At absolutely zero temperature
KE =0 is passible ?
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