Im having trouble understanding this: Parts List:
Resistor-1 kOmega , Inductor-10 mH, Capacitor-10 nF, Resistor-10 Omega
Schematic:
Figure 4
Using Figure 4 with a 10Vp-p10kHz source, R=1kOmega , and C=10nF, determine the theoretical capacitive reactance and circuit impedance, and record the results in Table 3 (the experimental portion of this table will be filled out in step 6). Show your work in Table 1. Using the current divider rule, compute the resistor and capacitor currents and record them in Table 4 and Show your work in Table 2. (Phasors are in RMS but the Oscilloscope gives V_(P-P) so leave your results in V_(P-P ) ).
able[[x_(C)=,],[Z_(in )=,],[ heta =,]]
Table 1-Calculations
Current Divider
(Phasors are in RMS but the Oscilloscope gives V_(P.p ) so leave your results in V_(p.P ) ).
able[[I_(in)=,],[I_(C)=,],[I_(R)=,]]
Table 2-Calculations
able[[,Theory,Experimental,% Deviation],[x_(C),,,],[Z Magnitude,,,],[Z heta ,,,]]
Table 3
able[[,Theory Mag,Theory heta ,Exp Mag,Exp Delay,Exp heta ,% Dev Mag,% Dev heta
Parts List:
Resistor-1 k2,
Inductor-10 mH, Capacitor-10 nF, Resistor-1o 2
Schematic:
V1 5Vpk 10kHz
C1 10nF
R1kQ
SR2 10
SR10
SR1 WW 100
Figure 4
Using Figure 4 with a 10 V p-p 10 kHz source, R=1 k2, and C=10 nF, determine the theoretical capacitive reactance and circuit impedance, and record the results in Table 3 (the experimental portion of this table will be filled out in step 6). Show your work in Table 1.Using the current divider rule, compute the resistor and capacitor currents and record them in Table 4 and Show your work in Table 2. (Phasors are in RMS but the Oscilloscope gives Vp.pso leave your results in Vp.p).
Xc =
Zi =
=
Table 1-Calculations
Current Divider
(Phasors are in RMS but the Oscilloscope gives Vp.p so leave your results in Vp-p)
Iin =
Ic =
IR =
Table 2-Calculations
Theory
Experimental
% Deviation
Xc
Z Magnitude ze
Table 3
Theory Mag Theory Exp Mag Exp Delay
Exp % Dev Mag % Dev
Ic IR In
Table 4