test4fa00_sols

test4fa00_sols - + ) ( t v S 2 H 5 . ) ( t i L ) 2 sin( 1 ....

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Unformatted text preview: + ) ( t v S 2 H 5 . ) ( t i L ) 2 sin( 1 . ) ( ft t i L = TEST 4 FALL 2000 TEST 4 FALL 2000 TEST 4 FALL 2000 TEST 4 FALL 2000 L v Find ] [ ) ( V dt di L t v L L = ( ) ) 2 cos( 1 . ) 2 cos( 2 * 1 . 5 . ) ( ft f ft f t v L = = inductor to supplied Power ) ( ) ( ) ( t i t v t p L L L = ) 2 cos( ) 2 sin( 01 . ) ( ft f f t p L = ] 2f 1 , 4f 1 [ interval on inductor to supplied Energy ] [ ) ( 2 1 ) ( 2 1 ) , ( 1 2 2 2 2 1 J t Li t Li t t E L L = ( ) ( ) 2 2 2 sin 1 . 5 . * 5 . sin 1 . 5 . * 5 . ) 2 / 1 , 4 / 1 ( = f f E ] [ 0025 . J E = (t) v voltage The S ) ( ) ( ) ( : t v t v t v L R S + = KVL ) 2 cos( 1 . ) 2 sin( 1 . * 2 ) ( ft f ft t v S + = TEST 4 FALL 2000 TEST 4 FALL 2000 TEST 4 FALL 2000 TEST 4 FALL 2000 + + = t 2 2 3 H 4 . 2 S V 1 S V ) ( t i L ) ( t i O ) ( + L i Find ) ( ) ( = + L L i i Assume steady state for t<0 Assume steady state for t<0 Assume steady state for t<0 Assume steady state for t<0...
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This note was uploaded on 12/01/2011 for the course EE 2120 taught by Professor Aravena during the Fall '08 term at LSU.

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test4fa00_sols - + ) ( t v S 2 H 5 . ) ( t i L ) 2 sin( 1 ....

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