Maxwell-Boltzmann Distribution Vs Fermi-Dirac Distribution

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  • čas přidán 5. 09. 2024

Komentáře • 10

  • @user-in4sg1nt4t
    @user-in4sg1nt4t Před 7 lety +3

    thanxx a lot sir ...you are awesome .. our country needs teachers like you. thankyu

  • @jacobvandijk6525
    @jacobvandijk6525 Před 3 lety +1

    @ 9:40 The higher the temperature, the lower the intersection with the y-axis (due to normalization)!

  • @Karlwojo1
    @Karlwojo1 Před 9 lety +6

    because your videos are so long and informative, could you add a recap at the end of each video for people who don't need to go so in depth but still need to know the general idea?

  • @mohammedsrivastava5917

    36:05 Sir in case of MB distribution at E=0 , number of electrons n(E=0)=Constant for all the temperatures. So is it okay to say 'ALL' electrons participates in gaining energy? I think here arises a confusion i.e. no matter how much energy we provide to the system the number of electrons at E=0 level always remains constant, is it physically acceptable?
    Actually I thought of this as, the partition function should depend on temperature but the graph you have drawn, n(E=0) is same at all temperature. Please tell me if I am wrong

  • @sonusarraf1663
    @sonusarraf1663 Před 4 lety

    At 30:15 it is very intriguing that electrons in lower energy will not take energy as there is no vacant states above it. This means electrons knows in advance that there is no vacant state available in any higher state!!!!!

    • @preranadash9640
      @preranadash9640 Před 3 lety

      In the same way, have u ever wondered how electron knows that the circuit is open when we have an open circuit,which does not allow current to flow?
      I think, these all(empy energy states and close crct) tends to attract electrons using some kind of force which is absent when states are completely filled or circuit is open, and hence electrons just unable to move.
      Just giving my opinion:)

  • @prashantbisht9401
    @prashantbisht9401 Před 7 lety

    sir, if I am filling the states using paulis exclusion principle then is it also applicable for exciting electrons from the system i.e first two electrons from Ef excite the after that from next level and so on??