Up to what temperature has one to heat classiacal electronic gas to make the mean enrgy of its electrons equal to that of free electrons in copper at `T=0`? Only one free electron is supposed to correspond to each other atom.

Up to what temperature has one to heat classiacal electronic gas to ma

1.	Up to what temperature has one to heat classiacal electronic gas to make the mean enrgy of its electrons equal to that of free electrons in copper at `T=0`? Only one free electron is supposed to correspond to each other atom.
Answer» The mean `K.E` of electrons in a Fermi gas is `(3)/(5)E_(F)`. This muat equal `(3)/(2)kT`. Thus `T=(2E_(F))/(5k)` we calculate, `E_(F)` first. For `C_(u)` `n=(N_(A))/(M//rho)=(rhoN_(A))/(M)= "8.442xx10^(22)per c.c` Then `E_(F)= 7.01eV` and `T= 3.25xx10^(4)K`

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Up to what temperature has one to heat classiacal electronic gas to make the mean enrgy of its electrons equal to that of free electrons in copper at `T=0`? Only one free electron is supposed to correspond to each other atom.

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