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Parametrised surfaces. Chris Tisdell UNSW

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Uploaded by on May 21, 2009

This lecture gently introduces the idea of parametrizing surfaces in space. The content is a prequel to integration over surfaces that sit in 3D.

Many examples are discussed and a method to find tangent vectors and normal vectors to a given surface are presented.

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Uploader Comments (unswelearning)

  • I agree please upload some more lectures.

  • They are on their way!

  • There was no Lecture 11. Lecture 10 will be uploaded soon!

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All Comments (11)

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  • The z-component of the parametrization of the fixed radial sphere should read 'R*cos(phi)' instead of 'R*cos(theta).

    Figured somebody should point that out. Great lecture, I've been watching many of them to study.

  • thanks mate, this help me alot.

  • you are great Chris!  Simplicity is best!

  • best prof ever. thanks a lot for posting these lectures online. really appreciate it.

  • Excellent! Thanks so much, it's good to be exposed to it repeatedly, a couple hours of class per week is not good enough for me!

  • Thanks!

  • When will lecture 13 and 14 be uploaded

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