Unit vectors in cylindrical and spherical coordinates

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  • Опубликовано: 12 сен 2024

Комментарии • 28

  • @magicflour
    @magicflour 3 года назад +8

    thank you! our professors just dropped a conversion matrix without really delving into why it works

  • @boogychan
    @boogychan 3 года назад +4

    Wooow😍... The way you explained 👏👏👏
    ... And the honest mistakes in between 😂, but you were right. You did it right😇👍
    I am subscribing to this dude😏... Now I will get things better.

  • @zizo-ve8ib
    @zizo-ve8ib Год назад

    You literally did the work I could never get in this vid we always just drew graphs to get the equations without getting what does what but you saved a loooooot of effort by this video, your notations could use work and you did some tiny mistakes here and there BUT you have my total thanks ❤❤❤

    • @davidreynolds1079
      @davidreynolds1079 8 месяцев назад

      i completely agree. i also think that the mistakes even help me remember more in a way that I wouldn't make the same mistake later.

  • @Titurel
    @Titurel 3 года назад +3

    I’m leaving you a little heart too ❤️. Thanks. Very helpful

  • @ohsungc2
    @ohsungc2 5 месяцев назад +1

    Thank you. Clear lecture!

    • @DotPhysics
      @DotPhysics  5 месяцев назад

      Glad it was helpful!

  • @dalegriffiths3628
    @dalegriffiths3628 3 года назад +4

    Why is theta hat = dr/dtheta / mag (dr/dtheta) ?
    Followed steps just couldn’t intuitively see why this starting point?

    • @mariomuysensual
      @mariomuysensual 3 года назад +7

      When you take the derivative of the position vector wrt a variable 'q', what you are doing is obtaining the direction in which the position vector grows when you change the variable 'q', finally you divide it by its norm because you want an unitary direction

    • @ebenfalls9929
      @ebenfalls9929 2 года назад +2

      @@mariomuysensual thank you for the answer, it helped me understand it as well

  • @khaledomar9411
    @khaledomar9411 2 года назад +2

    Thank youuuu very much

  • @bhupeshyadav1340
    @bhupeshyadav1340 2 года назад +1

    why did we go assume that unit vector r cap is the differential of vector r with respect to r, and unit vector theta cap is the in the same way the differential of vector r with respect to theta.

  • @haroonfareednaat
    @haroonfareednaat 11 месяцев назад +1

    10:37 how X y and z came???

    • @DotPhysics
      @DotPhysics  11 месяцев назад

      This is the relationship between cartesian coordinates (x,y,z) and spherical coordinates (r, theta, phi).

  • @departmentofphysicsastroph6977
    @departmentofphysicsastroph6977 2 года назад +1

    very good vedio, nicely explained

  • @solelydark
    @solelydark 3 месяца назад +1

    Brilliant.

  • @hzkzg1614
    @hzkzg1614 3 года назад +3

    Thanks so much, didn't understand shit from my professor on this

  • @AnisNen
    @AnisNen 10 месяцев назад +1

    Can someone please explain why taking the partial derivative divided by the magnitude give us the unit vector

    • @GammaFZ
      @GammaFZ 6 месяцев назад

      Ong bro I don’t get that

    • @nirkafri6499
      @nirkafri6499 5 месяцев назад

      ruclips.net/video/rr5qEb_kT6c/видео.htmlsi=ZnIsLskHtF_TYiU5 this video has an explanation

  • @orpheuspericles9582
    @orpheuspericles9582 2 года назад

    can you share the link where you did the derivative of unit vectors?

  • @realAhmedAbdElGhany
    @realAhmedAbdElGhany 2 года назад

    great work thanks !!!

  • @masoumehpourasghar898
    @masoumehpourasghar898 2 года назад +1

    It's great👍

  • @anaspirant4586
    @anaspirant4586 2 года назад

    Thank You Sir

  • @husnainhyder6713
    @husnainhyder6713 3 года назад

    Thankyou
    wise one

  • @monisha7007
    @monisha7007 3 года назад

    The r-vector in the 2D plane doesn't have a z-component. If you mean another r-vector in the 3D space, at least a different notation can be used.

  • @civ125rajukumar9
    @civ125rajukumar9 3 года назад +1

    Thanks too much...our professor is just..saying anything random nonsense.

    • @DotPhysics
      @DotPhysics  3 года назад

      Glad you found it useful.