Dynamics: Normal and Tangential Components

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  • Опубліковано 3 жов 2024
  • In this video, we introduce the Normal and Tangential Coordinate system, which we use to break acceleration down into Normal and Tangential components.

КОМЕНТАРІ • 12

  • @denniellebazar3
    @denniellebazar3 3 роки тому +1

    u deserve millions of views! Thank you sm

    • @eng1048
      @eng1048  3 роки тому

      That's a very nice thing of you to say :) ty

  • @hemsagarjoshi2841
    @hemsagarjoshi2841 Рік тому

    Love you brother u deserve million of subscribes

  • @g-series7033
    @g-series7033 2 роки тому +1

    thank you sir for the wonderful expanation. please bring some more good content like this

    • @eng1048
      @eng1048  2 роки тому

      Don't know if I will be back but thanks!

  • @sdsa007
    @sdsa007 Рік тому

    nice basic stuff, need to learn basics to understand Coriolis and Euler and centrifugal forces for earth dynamics... I was told centripetal and centrifugal are terms used for 'fictitious' forces in non-inertial frames (ie moving in circles) .... but the concept of normal you have shown seems non-fictitious to me makes perfect sense and I see it used to define Eotvos effect (an up-down force) in the context of gravity on an oblate surface....... the Coriolis force is considered 'fictitious' says on Wikipedia... but I think it too is an effect... related to independent movement on a non-inertial rotating surface... sorry if I am confusing people! But Thanks for keeping it simple!

  • @dxniellaaa
    @dxniellaaa 3 роки тому

    thanks for this clear explanation!

  • @weilitan1329
    @weilitan1329 Рік тому

    neat explanation, tq sir. leant alot

  • @Francismwendwa-wr9zn
    @Francismwendwa-wr9zn 4 місяці тому

    Nicely explained

  • @abdullahjan861
    @abdullahjan861 4 роки тому

    Sir As there any difference between normal and transverse component of acceleration?

    • @eng1048
      @eng1048  4 роки тому +1

      Normal is directed towards the center of the circle. Even if the particle is not strictly travelling on a circle, at any point, we can "pretend" that the particle is on a circle at that instant (i begin talking about this @ 7:00)
      Transverse is perpendicular to the "r" coordinate. Keep in mind that the origin for the r coordinate can be anywhere (rather than the center of any of the instantaneous circles) Check my Transverse/Radial video for a full explanation of that:
      ua-cam.com/video/zLmt5tgYNCI/v-deo.html

    • @abdullahjan861
      @abdullahjan861 4 роки тому

      @@eng1048 ok thanks 👍