2.2 The Einstein Model of a Solid (Thermal Physics) (Schroeder)

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  • Опубліковано 1 гру 2024

КОМЕНТАРІ • 15

  • @SAFAZAMOUM
    @SAFAZAMOUM 18 днів тому

    I can't believe I found such a series. Thank you very much, your videos are a treasure for me.🤩

  • @fablesfables
    @fablesfables 4 роки тому +6

    Thank you so much !! for anyone that doesn't know the formula he's using for parenthesees he's using for omega(q,N) = (q+N-1 q) is actually called "q+N-1 choose q", not dividing it, just so anyone isn't confused, but seriously this video is great. have my thermal physics final soon and these videos give me a little bit of hope lol.

  • @sarthak.8347
    @sarthak.8347 5 років тому +4

    Nice video.👍👍

  • @dirkderle859
    @dirkderle859 11 днів тому

    7:50 is incorrect. You need to work with the slashes and dots you have. So you can't use all slashes or all dots. Instead you divide (q+n-1)! by the ways you can arrange the dots which is q! as well as by the ways you can arrange the slashes which is (n-1)! which then in total gives you the desired formula.

  • @worldwideshae
    @worldwideshae 4 роки тому +4

    Will you be making more videos with this book?

    • @jg394
      @jg394  4 роки тому +1

      Yes, just got super-busy with the new job and such.

    • @30studios38
      @30studios38 4 роки тому +1

      @@jg394 as someone who is studying for my upcoming thermo class, I have to say that these videos are so digestible and easy to understand. thank you! I appreciate the time and effort you put into these.

  • @Les303
    @Les303 Рік тому +1

    Hi. At 7:20, I don’t understand why you chose N=4. Can you please explain that

    • @Les303
      @Les303 Рік тому +4

      Oh I think I got it now. There are 4 oscillators, it’s just that the third doesn’t have any quanta… I think I’m cool now

  • @puritybundi8204
    @puritybundi8204 3 роки тому

    how does one come up with the micro states format?

  • @audioaris
    @audioaris 3 роки тому +1

    Dude! Thank you so much. I was trying to find this information from Spanish sources (I'm from Mexico) and none of them was as good as yours. I totally understood your explanation! So, again, thank you so much!

  • @mafokopako
    @mafokopako 3 роки тому +1

    Isn't N=3 ?

  • @oraange
    @oraange 4 роки тому

    I have a question, by using the equipartition theorem, n/2 kT, if we want to get the same result, n has to be equal to 6, so my question is why do we say in the equipartition theorem that an atom has 6 degrees of freedom whereas in the Einstein model there are 3 degree of freedoms for an atom? Thanks a lot and by the way I got subscribed!

    • @SuperMaDBrothers
      @SuperMaDBrothers 3 роки тому

      kinetic energy and the harmonic 'spring' potential energy

  • @tonyazrael8223
    @tonyazrael8223 4 роки тому

    Thanks, I hate reading.