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From: UNSWelearning
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  • Thank you, sir. It was very useful. It was very useful and now I have THE physical understanding of divergence.

  • I Love The This video discusses the 'divergence' of a vector field. Divergence is one of the basic operations of vector calculus It Can Increase My Knowledge

  • Good, I like that you share this video discusses the 'divergence' of a vector field. Divergence is one of the basic operations of vector calculus, I wish success always

  • Nice Video discusses the divergence' of a vector field. Divergence is one of the basic operations of vector calculus That You Share , So Very Nice Thanks You

  • I Really Like The Video discusses the 'divergence' of a vector field. Divergence is one of the basic operations of vector calculus and, loosely speaking, may be thought of as a type of derivative in vector calculus From Your

  • Your Video discusses the 'divergence' of a vector field. Divergence is one of the basic operations of vector calculus and, loosely speaking, may be thought of as a type of derivative in vector calculus Is Very Useful Sharing

  • one of the best lecture

  • Wow. Very mathematical. Dozing!

  • Well done Aussie

  • Great approach great lecturing

  • Thanks for uploading.

  • I cannot begin to express my gratitude for putting time and effort into compiling and uploading these videos. Thank you so much, good sir

  • I'm eeting my own poopes right now.

  • I liek to eat my own poope.

  • Thank you!

  • you are one of the best

  • fabulous......................­..............!

    

  • can you put your lectures on Itunes please

  • Excellent lecture.

    Better than the Oxford ones, I can tell you that.

  • Thanks for the video helped me with couple questions for my HW. 

  • Dr Chris i have a question concerning the divergence of a vector field i don't know if i am solving it the right way:

    DIV [g(a).grad(u)], where g(.) is a decreasing function and a (alpha) is the angle between the central vector C and it's surrounding vector s.

    So basically that's what i did:

    DIV [g(a).grad(u)] = div(g(a)). grad(u) + g(a).(div(grad(u))

    div(grad(u)) is the laplacian. but my problem is with div(g(a)) i don't know how to solve it!!

  • Dr. Chris... You made Mathematic easier

  • Great presentation, defeats the purpose of going to class.

  • Perfect lecturer ... perfect lecture

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