Lecture-8

# j rj 0 f v i ij x i i t l j

This preview shows page 1. Sign up to view the full content.

This is the end of the preview. Sign up to access the rest of the document.

Unformatted text preview: ~ .. ~ 'tt ( t: tA- "- ~ ~ ~ \. '" l~ ~ ~ \1 ~ V' e vi" () ~ '- ~ \ ~ ~. Q J\ t: V\ Q ) lt ~ 0 ~ J ~ J ~ C, f l) \p\1.. t .. t- l .. ~ '4 ~ "' V' cJ (/ ~\ i Identity: ~ ~ t: , il ). 1-- J- ~ u.. '- ~ ~ t u l! ~ J oi ~ ) ~ ': '8 ~~ ~.. \. .. l¡ 0 A (General) Vector Theorem for a Moving Surface Flux 10 ~ t? ~ ~ ~ .. J .. Q. ~ ,j J ~ " \) ~ f' ~ v t 't ~ ~ \¡ ~ ~ ~: l- ~ lU a - ~ o (= \. ~ ~~~ ~ x tt (~\ ~ ~ ~ ~~" ~ l~ I~ /;: ~ r- ìt: ~- \. .i " ~ l\t l~ ~~ i \¥ \ '- "T \~ ~ l~ . ~ + l\i \1CD n ~ \ L lI c- ,~ ~\- ~ l" ~~ ~ ~ + ~ ~V1 " I \i .. ¡~ ~ \'~ b + ~1\1 ~ ''l ,,~ "t '\ r~ L c~ ~ G: l0x ~ l~ (: ld -4\' iJ c~ Vi - )~ (. ~ ""C' ~ C' __ "0 ~ "t \( :: '. ~ t- C' l~ (LJ .. ~~ ~ + ~(L¡ -t -r ~ !d '- ll "S II .. ~ r ~ (( , ~l~ cL- , \( ~ -- ~~ L~~ -1 Vector Flux Identity (cont) \L "" " It ~ u: ~ ~ a I~ '- L :J -, .. Ç) ll , g Ç) :J ~ ~u " ~ j "' " '( J \) ~ ~ ~ ~ ~ Vi t(t g ~ ~ t -. :J .. LL...
View Full Document

## This document was uploaded on 02/28/2014 for the course PHYS 4200 at Columbia.

Ask a homework question - tutors are online