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What is the function that determines the impedance that i2 encounters in Item (5)? R 10...
For Re-R=12 and C-1F, find the equivalent impedance magnitude as a function of frequency for the...
For Re-R=12 and C-1F, find the equivalent impedance magnitude as a function of frequency for the circuit below: Re R Ce How does this impedance behave at high frequencies? At low frequencies?
Calculate vo(t) in the circuit shown in the figure below if i(t) is 200 cos(105t+ 60°) mA, i2(t) is 100 sin(105t90°) mA, and vst) 10 sin(105t) v uci) + 250 nF o(r) 52 Ohm Calculate vo(t) in the...
Calculate vo(t) in the circuit shown in the figure below if i(t) is 200 cos(105t+ 60°) mA, i2(t) is 100 sin(105t90°) mA, and vst) 10 sin(105t) v uci) + 250 nF o(r) 52 Ohm
Calculate vo(t) in the circuit shown in the figure below if i(t) is 200 cos(105t+ 60°) mA, i2(t) is 100 sin(105t90°) mA, and vst) 10 sin(105t) v uci) + 250 nF o(r) 52 Ohm
5) The transformer equation is 6) Impedance for circuit with R, C, and L is (formula):
5) The transformer equation is 6) Impedance for circuit with R, C, and L is (formula):
Rg = 50ohm Max power is transferred when load is complex conjugate of system resistance Therefore...
Rg = 50ohm
Max power is transferred when load is complex conjugate of
system resistance
Therefore for Load Impedance,Zl = 50 -
j*(2*pi*2.5*10^3*5*10^-3)
=> 50 - 78.54 j
Resistance in Load,R = 50 ohm
Capacitance in Load,C = 8.106*10^-7 F = 0.8106 micro
Farad
d.Determine the apparent power | S |, reactive power Q, and the power factor pf associated with the source. 5 mH High-Q inductor Function Generator Vs Load 2.5 KHz 5 V rms OV DC offset Ground
Your little sister finds some electrical components and decides to assemble an AC circuit using a...
Your little sister finds some electrical components and decides to assemble an AC circuit using a 6.480x 10-5 Henry inductor, a 477 micro Farad capacitor and a 104.3 ohm resistor all connected in series using the wall current (120.00 V (rms) at 60.00000 Hertz). She is wondering what results she could expect and asks you to find: A reactance of each compnoent. B) the total impedance. C) the current (rms is fine). D) the phase constant. E) the power loss...
5) Obtain the transfer function Ee/E,of the circuit shown below. Use the complex Impedance Method. (eo...
5) Obtain the transfer function Ee/E,of the circuit shown below. Use the complex Impedance Method. (eo and e are output and input voltages) L.
R Problem 4 (15 points): The output of an infrared distance sensor (with zero output impedance)...
R Problem 4 (15 points): The output of an infrared distance sensor (with zero output impedance) varies from O to 5 V linearly as the distance of an object from the sensor changes from 0 to 100 cm. The output of the sensor is connected to the input of the circuit shown on the right (where the op amp has supply voltages +2 V and -2 V, and R = 1 ks). If you want this entire system to measure...
Partner name: II. Impedance ofan R-C circuit. [For capacitor in an AC Circui, see Chapter 31,...
Partner name: II. Impedance ofan R-C circuit. [For capacitor in an AC Circui, see Chapter 31, pg. 1026 Consider the R-C circut shown in Figure: 3. Similar to the R-L circu a currert i(t)Icas(ut) is driven across the circuit using an AC volage source I. Write down the instantaneous voltage drop across the capackor v in terms of C. w, f and I. Hint:ec and q Cve Figure:3 2, write down the ampitude of the voltage drop across the capacitor...
R i(t) i2() 1100) L2 In the above circuit, 11-10mH, L2-5 mH, R = 2kQ, and...
R i(t) i2() 1100) L2 In the above circuit, 11-10mH, L2-5 mH, R = 2kQ, and v(t) = 61(t) V, where (10 pts) A. DERIVE an expression for i1 (t) in terms of L1, L2 and i(t). SHOW YOUR WORK. {1, t > 0 u(t) = t0, t < 0. 0, t<0
What is the total impedance Z in the following series AC circuit? Xc= 10 2 c...
What is the total impedance Z in the following series AC circuit? Xc= 10 2 c E 15 Vp ള L xt =12.6 2 R 12 2 120 21 -12.20 12.62 22 61.0° 12.28 121 12.2 9.57 21 12.2
For Re-R=12 and C-1F, find the equivalent impedance magnitude as a function of frequency for the circuit below: Re R Ce How does this impedance behave at high frequencies? At low frequencies?
Calculate vo(t) in the circuit shown in the figure below if i(t) is 200 cos(105t+ 60°) mA, i2(t) is 100 sin(105t90°) mA, and vst) 10 sin(105t) v uci) + 250 nF o(r) 52 Ohm
Calculate vo(t) in the circuit shown in the figure below if i(t) is 200 cos(105t+ 60°) mA, i2(t) is 100 sin(105t90°) mA, and vst) 10 sin(105t) v uci) + 250 nF o(r) 52 Ohm
5) The transformer equation is 6) Impedance for circuit with R, C, and L is (formula):
Rg = 50ohm
Max power is transferred when load is complex conjugate of
system resistance
Therefore for Load Impedance,Zl = 50 -
j*(2*pi*2.5*10^3*5*10^-3)
=> 50 - 78.54 j
Resistance in Load,R = 50 ohm
Capacitance in Load,C = 8.106*10^-7 F = 0.8106 micro
Farad
d.Determine the apparent power | S |, reactive power Q, and the power factor pf associated with the source. 5 mH High-Q inductor Function Generator Vs Load 2.5 KHz 5 V rms OV DC offset Ground
5) Obtain the transfer function Ee/E,of the circuit shown below. Use the complex Impedance Method. (eo and e are output and input voltages) L.
R Problem 4 (15 points): The output of an infrared distance sensor (with zero output impedance) varies from O to 5 V linearly as the distance of an object from the sensor changes from 0 to 100 cm. The output of the sensor is connected to the input of the circuit shown on the right (where the op amp has supply voltages +2 V and -2 V, and R = 1 ks). If you want this entire system to measure...
Partner name: II. Impedance ofan R-C circuit. [For capacitor in an AC Circui, see Chapter 31, pg. 1026 Consider the R-C circut shown in Figure: 3. Similar to the R-L circu a currert i(t)Icas(ut) is driven across the circuit using an AC volage source I. Write down the instantaneous voltage drop across the capackor v in terms of C. w, f and I. Hint:ec and q Cve Figure:3 2, write down the ampitude of the voltage drop across the capacitor...
R i(t) i2() 1100) L2 In the above circuit, 11-10mH, L2-5 mH, R = 2kQ, and v(t) = 61(t) V, where (10 pts) A. DERIVE an expression for i1 (t) in terms of L1, L2 and i(t). SHOW YOUR WORK. {1, t > 0 u(t) = t0, t < 0. 0, t<0
What is the total impedance Z in the following series AC circuit? Xc= 10 2 c E 15 Vp ള L xt =12.6 2 R 12 2 120 21 -12.20 12.62 22 61.0° 12.28 121 12.2 9.57 21 12.2
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