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Data Tables

RC Circuit

 Theory Experimental % Deviation

XC1.59 k 1.3 k 13.2

!a"nitu#e 1.$ k 2.2 k 22.22

5$ 53 $.&

 Ta'le &.1

 Theory!a"

 Theory θ Exp !a" Exp

DelayExp θ

% Dev!a"

% Devθ

V C (.$$ ) *5$ (.+1 ) 1, - *53 19.3 $.&

V R (.55 ) *5$ (.3& ) 1, - *53 3,.5 $.&

 Ta'le &.2

R/ Circuit

 Theory Experimental % Deviation

X/ &2$ 52, 1&.5

!a"nitu#e 1.1$1 k 1.((5 k 1,.9

32.1 2+.&5 13.$

 Ta'le &.3

 Theory!a"

 Theory θ Exp !a" Exp Delay Exp θ% Dev!a"

% Devθ

V / (.33, )   - 32.1 (.2& ) + -   -27.65 22.1   13.8

V R (.531 )   - 32.1 (.&, ) + -   -27.65 2(.9 13.$

 Ta'le &.,

R/C Circuit

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 Theory Experimental % Deviation

XC1.& k 1., k 12.5

X/&2$ 5,& 13

!a"nitu#e 1.3$+ k 1.2,5 k 1(.2

,3 ,( +

 Ta'le &.5

 Theory!a"

 Theory θ Exp !a" Exp

DelayExp θ

% Dev!a"

% Devθ

V C 1.15 ) *,3 (.$, ) 11 - *,( 2&.9 +

V / (.,5 ) *,3 (.2 ) 11 - *,( 55.5 +

V R (.+2 ) *,3 (.,5 ) 11 - *,( 3+.5 +

 Ta'le &.&

RC

RL

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Questions

1. 0hat i the phae relationhip 'eteen R / an# C component in a erie Ccircuit4

2. ae# on meaurement #oe 6irchho78 )olta"e /a apply to the three

tete# circuit ho ork:4

Xc ;1<C ; 1&((i ohm ; 2   π  = =; 1(k>?

X/; / ;&2$i ohmR ;1k ohm

; √  R2+ ( X L− Xc )2  ;1.3$+ k in R/C circuit

@ ; )< ; 1 <1.3$+ k ; (.+2 m in R/C circuit

3. @n "eneral ho oul# the phaor #ia"ram o= Ai"ure &.1 chan"e i= the=reBuency a raie#4

* @= the =reBuency a raie# capacitive reactance ill 'e #ecreain".

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,* @n "eneral ho oul# the phaor #ia"ram o= Ai"ure &.2 chan"e i= the=reBuency a loere#4

-@= the =reBuency a loere# in#uctive reactance ill 'e #ecreain".

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LAB REPORT

CIRCUIT THEORY II

EXPERIMENT 6SERIES R LC CIRCUITS

MERT A!ALDAY 

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