Lecture 04, concept 12: Deriving the Boltzmann distribution - general case

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  • Опубліковано 22 гру 2024

КОМЕНТАРІ • 18

  • @newtonsfourth3143
    @newtonsfourth3143 14 днів тому +1

    Three years later and this is still helping me prepare for my final exam. Thank you very much for the simple explanation!

  • @jasmith007
    @jasmith007 4 місяці тому +1

    This was a very insightful derivation. Thanks Prof.

  • @CBMM_
    @CBMM_ 8 місяців тому +2

    Thanks a lot! I have a question. Why dS/dE=1/T? How do we know it is 1/constant?

  • @MrGiuse72
    @MrGiuse72 3 роки тому

    clever thank you. Well posed well explained . Very good to go straight to the point instead of those count-all-the-states derivations with no explanation of what's behind the math !!

  • @salahfeddaoui1820
    @salahfeddaoui1820 3 місяці тому

    very intriguing way of teaching, thank you prof

  • @outroutono4937
    @outroutono4937 9 місяців тому

    VERY helpfull. Concised with really good examples.

  • @MrGiuse72
    @MrGiuse72 3 роки тому +2

    do you have references to books or articles where I can find more of these non-rigorous / straight-to-meaning arguments ? please ? regarding...statistical mechanics

    • @zapy422
      @zapy422 2 роки тому

      wikipedia

    • @gaijofixe300
      @gaijofixe300 11 місяців тому +2

      Blundell

    • @MrGiuse72
      @MrGiuse72 11 місяців тому

      @@gaijofixe300 thank you I had a look at it already and is very good ;-)

  • @chifong99
    @chifong99 3 місяці тому

    How did you manage to write in the reversed direction ? Any tricks ?

  • @dangbrahh
    @dangbrahh 3 роки тому +1

    Cool derivering. Undrar bara hur man kan rättfärdiga att S helt plötsligt är entropin?. Tack

  • @understandtheuniverse2199
    @understandtheuniverse2199 2 роки тому

    Thank you

  • @yamanaladdin5518
    @yamanaladdin5518 2 роки тому

    thanx it really help

  • @giovannisilvadesouza6968
    @giovannisilvadesouza6968 Рік тому

    lindo

  • @amineaboutalib
    @amineaboutalib Рік тому

    second derivative is ZERO no need to talk about big systems

    • @eriklindahl
      @eriklindahl  Рік тому +1

      If you want to argue that the second derivative of a general function we introduce (without assuming anything about it) is zero, that's something you would have to prove.