5. Shown here is the time-domain depiction of a circuit containing an ideal OpAmp. a) Sketch...
(a) State the properties of an ideal opamp. Give one reason why
the assumption that an opamp is ideal is useful when calculating
the behaviour of circuits containing opamps? [3]
(b) Figure Q3 shows the circuit diagram of an amplifier
constructed using an ideal opamp. State the value of the voltage v–
appearing at the inverting input of the opamp. Clearly state what
properties of an ideal opamp you are assuming. [2]
(c) Hence calculate the currents flowing through the...
5. (4) Consider an RL circuit that can initially be thought of as containing an ideal battery of voltage 2.10 V, an ideal resistor of resistance 910 Ω and an ideal inductor of inductance 77.50 mH. (a) Another ideal inductor, of inductance 125.0 mH, is added in series. Find the new equivalent inductance and the new time constant for the circuit. (b) The circuit is closed at t=0. Sketch the behaviour of the voltage across the resistor and the voltage...
6. (20) Transform the circuit below to phasor domain. Sketch and completely label the transformed circuit. Find the steady state value of i(t). (Hint: Find the current (I) in the phasor domain then convert it back to the time domain to find i(t).) 15 F 375mH 30 cos (377t-15°) V
1. A 50 Hz 3-phase Have wave uncontrolled rectifier circuit is used to supply a resistive load of 100 ohms. The supply is unbalanced and defined as v.-127.28 cos (ot) V 127.28 sin (ot-0.5236) V n63.64 cos (ot+2.0944) V a) Draw the circuit diagram. b) Draw the three phase voltages wave forms. c) Use phasor diagram or any other method to obtain the line voltages v and d) Draw the line voltages v and v wave forms. e) Derive an...
In the circuit shown below, apply nodal analysis in the phasor domain to determine the currentie (a) in phasor-domain, Ix, (b) and in time-domain, ix(1). SO 3502 1 F 503 IMF 10.5 cos 10%+v 21cos 1054 v
In the circuit shown below, apply nodal analysis in the phasor domain to determine the current flowing out of the source on the right side, name it is (a) in phasor-domain, 1:1 (b) and in time-domain, is). 250 5923 ( 21 cos 105 V +1FMF 10.5 cos 101©
2. The circuit shown in Fig. 2 is given in the time domain. a. Draw the equivalent circuit in the frequency domain. b. Find the phasor current I c. Find the current iſt) i(t) wa 1.5 k12 1kΩ w vy(t) = 9 cos 400tv 0.3 H 0.4 F Fig. 2
Determined an expression for the output voltage
5. In the circuit shown in Figure P5 (a). Determine an expression for the output voltage (b). Assume Vsi = 2.9x10 cos(@t)+ v.(t), Vsa = 3.1x10 cos(or),+v. (1), R =1K12 , R,=5 K2, R, = 2K2 , R. = 10 KA2 determine the numerical value of the output voltage. Figure P5.
thx!!!!
Question 3 (5.5 marks) a) Find the transfer function of the electrical circuit shown in Figure 1. What is the value of the steady state gain(s), if any? b) If R1 1, R2 = 2n, C\ = 2- 10-3F, C 1-10-3F, calculate the time constants of the system (if any). c) Find the initial and final values of the unit impulse response of the circuit d) Derive the time-domain expression of the output if the input is the function...
A basic rectifier circuit is shown here. Let Vs = 120-V (rms) at
60 Hz, L = 10 mH, and R = 5 Ω.
a) Compute the current and the voltage in phasor domain.
b) Plot i(t) and vs(t).
+ VL VRR i(t)