Maxwell-Boltzmann Distributions (Effect of Temperature)

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  • Опубликовано: 14 окт 2024
  • Temperature is a measure of Kinetic Energy
    Higher temperature means molecules are travelling faster on average
    Higher temperature LOWERS the probability that molecules travel slowly
    and INCREASE the probability that molecules travel fast

Комментарии • 8

  • @rajkumarkhullar2645
    @rajkumarkhullar2645 Год назад +33

    English is not even my first language but you cleared all my doubts which the videos in my native language couldn't.. you really explained it beautifully and easily.. thxx

  • @zeynep4511
    @zeynep4511 Год назад +13

    Thank you very much 😊. You have a great style of teaching which makes everything crystal clear. Also it might be a bit weird to say this but i really liked how you used actual pen and paper. Have a nice day.

  • @lowermiddleclassfamilyname3270
    @lowermiddleclassfamilyname3270 4 месяца назад +2

    This man is a God send.
    Everyone carry him on your shoulders 🎉🎉

  • @ANJA-mj1to
    @ANJA-mj1to 10 месяцев назад +3

    Researching implementation of Fourier spectrim lines and noticed Yours presentation because of graphics. The kinetic energy has Boltzmann distribution but You valuable informed me how to imply Maxwellian distribution of velocity like the big, massiv motion of atoms or molecules in a gas!
    Valuable content! Paper 📄 ✏️is the best for understending ; when you make study 👏

  • @luzherrera4463
    @luzherrera4463 7 месяцев назад +1

    So what I get from this is that while average molecule speed increases as temperature increases, density decreases and therefore I should expect a more "loose" gas, right?
    Correct me if I'm wrong please

  • @coldflames6900
    @coldflames6900 Год назад +2

    Yay
    Simple and easy video thank you so much

  • @Drcl120
    @Drcl120 Год назад +2

    Then why not higher the temperature the lower the activation energy

    • @RyeBrod
      @RyeBrod 2 месяца назад +1

      Activation energy is the amount of kinetic energy (temperature) required to start the reaction at a specific condition. It's a specific set point that needs to be reached, not a variable that changes.