Surface integrals + vector fields. Chris Tisdell UNSW.

This lecture discusses "surface integrals" of vector fields. In particular, we discover how to integrate vector fields over surfaces in 3D space and "flux" integrals. A few examples are presented to illustrate the ideas.

Such concepts have important applications in fluid flow and electromagnetics.

Surface integrals are seen in 2nd-year universiiy mathematics courses.

Category:

Education

Tags:

• surface
• integral
• flux
• flow
• vector
• calculus
• MATH2111
• mathematics
• Dr
• Chris
• Tisdell
• UNSW
• Sydney

[MrPEDOCTOR]

thanks for the video. its help a lot

[jhamien920]

I love studying vectors. They are very interesting.

[bp1square]

it was explained later at around 17:17 that it was defined to be a new scalar field, thank you for these lectures

[bp1square]

at 15:45 wouldn't z-g(x,y) be 0?

[Suziessoliloquy]

This video seems far too under-appreciated. Thank you, for doing this.

[InfamousShogun]

THANKS