Find the Norton equivalent of the network seen by
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Principles and Applications of Electrical Engineering
- Refer to the given circuit below. Using Superposition Theorem, determine the percent contribution of E₁ to the current through R3 (lbc)- R3E1 % contribution = x 100 R3E1+1R3E2+¹R31 R1 R2 R3 R4 E₁ E2 T 8 Ω 6Q 4Q 7 V 11 V 5 A R₂ C ΤΩ R₁ E₁ a b R3 RA E₂arrow_forward(b) Prove the circuit in Figure Q.5 can perform the operation of adder/subtractor by completing Table Q.5. -Sub FA FA FA FA Figure Q.5 Table Q.5 B[3:0] Sub A[3:0] C4 S[3:0] Operation 0111 1000 1 0111 1000arrow_forward3b For the circuit in Figure Q3(b), solve for Ix, Iy and Vz using superposition method.arrow_forward
- With reference to Figure P3.40, determine thecurrent through R1 due only to the source VS2.VS1 = 110 V VS2 = 90 VR1 = 560 Ω R2 = 3.5 kΩR3 = 810 Ωarrow_forward(b) In the circuit shown in Figure Q3(b), (i) Find the value of open circuit voltage, VTH and equivalent resistance, Rth at terminal a-b. (ii) Draw the Thevenin equivalent circuit at terminal a-b. 5000 a 6mA 5002 5V 4002 b Figure Q3(b)arrow_forwardAccording to the circuit and parameters given in the figure, make your calculations and write the table. wmww w n ww bbn m w w w w Please fill in. www ww w +12V +12V M1 M2 2kN 10kN K ImA/V² 0.5mA/V² VTH 2V 1.5V 22kN M2 MODE 33k2 M1 Ip 1kN VGS Vps K1=lmA/V² Vth1=2V; M2: K2=0.5mA/V² VTH2=1.5Varrow_forward
- O Given the information appearing in the Figure, Fird the level of resistance for Ri e R3. RI 3 o 14V Rgarrow_forwardPROBLEM 4. In the circuit below, R3 = 10 k2. Calculate the steady-state voltage across each circuit element. -20V R3 www R2 -5kQ C1 :6μF R1 >8kQarrow_forwardUse the Principle of Superposition to determine the current i through R3 in the Figure. Let R1 = 100, R2 = 40, R3 = 20, R4 = 20, R5= 20, Vs 10 V, Is = 2A. ww VS R3 ww wwwarrow_forward
- Find the Thévenin equivalent of the circuitconnected to RL in Figure P3.58, where R1 = 10Ω ,R2 = 20 Ω, Rg = 0.1 Ω, and Rp = 1 Ω.arrow_forwardElectrical Engineering I looked that the other explnations were incorrect, so I would like for a better explanation please, especially when people were finding the gain and got it at 13000 (they used +13V in their case) +10 R, 10 k2 Rp 100 k2 +15 Vo Time 20 k2 5 k23W -15 Vô -10 (b) (a) Figure E3.1 (a) This circuit sums the input voltage v plus one-half of the balancing voltage v. Thus the output voltage v, can be set to zero even when v has a nonzero de component, (b) The three waveforms show v, the input voltage; (v + v/2), the balanced-out voltage; and vo, the amplified output voltage. If vy were directly amplified, the op amp would saturate. 3.3 Use the circuit shown in Figure E3.1 to design a de-coupled one-op-amp circuit that will amplify the +100 uV EOG to have the maximal gain possible without exceeding the typical guaranteed linear output range. Include a control that can balance (remove) series clectrode offset potentials up to +300 m V. Give all numerical values. Voltage, Varrow_forwardRefer to the given circuit below. Using Superposition Theorem, determine the percent contribution of I to the current through R3 (lbc). IR31 % contribution = x 100 1 +1 +1 R3E1 "R3E2 R3 R4 E1 E2 I 6Q 1Q 9 V 7V 3A a R31 R1 2Q R1 R2 1Q E₁ R2 C b R3 R4 E2arrow_forward
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