Number 2&3 pls will rate. Two says for the following circuit write the nodal equations only...
(2 point, Topic M.6) In the circuit shown, obtain the voltages vi and v2 using nodal analysis. 4. 2Ω V1 V2 6 A 5Ω 4Ω 10 Ω 3 A
PROBLEM 2 (10 Points) Examine the circuit below. Write down the nodal equations in the simplified form. Take 30 volts and V2 = 30 volts. R1 = 15 Ω. R2 10 Ω, R3 25 Ω, R.: 10 Ω, Rs 20 Ω. Do not solve the equations. R3 R1 FB R2 2 V1+ vi+ V24 R5 Reference Node び
3) Using Nodal analysis technique find Vx in the circuit shown below 10 V 20 2 5Ω Vi V2 V3 9 A 10Ω 4) Using superposition theorem find lx for the circuit shown below: 10Ω 30 V+ 10 2 5 S2 -6 A
3. Write Kirchoff current law equations that is write nodal equations) for the four nodes in terms of the nodal voltages, resistance values and current source values. Do not simplify or solve the equations. v vi ЗА 8 .Un 5r 21 3 14 IOA 3л ov V:
2) Write nodal equations for the circuit in Figure 4 (put in matrix notation). Solve your equations using MATLAB and calculate Vo. Repeat using mesh analysis. Include both your nodal and mesh equations, MATLAB code, MATLAB solutions (polar form), and any calculations required using your MATLAB solutions in your lab report. Vi 4/0° A 1Ω V3 1Ω
please answer both problems in detailed solution. I will rate
you up
In the circuit shown below, let Isi = 2 mA, I2 = 3 mA, RI = 2.5 k 2, R2 = 6 k2, R3 = 4 k. Use nodal analysis to find V and V2. V2 R2 w ska + Is2 Is 1 12mA V1 V2 R3 318 R1 32.5KN w akin . Is = 2 mA , Vs - 6 V , R = 1.5 k 2...
I need help solving this problem.
Vi V2 Problem 1) Show steps below to solve V1 and V2 using Nodal Analysis i) Write equation for controlling current I, in terms of node voltage V2 [2] 21 2 ΚΩk 8 kΩΣ 4 ΚΩΣ ii) Write KVL equation for Supernode source [1] iii) Write Node equation for V, and simplify in terms of V, and V2 [2] iv) Write Node equation for V2 and simplify in terms of V, and V2 [2]...
PLEASE HELP!
Jan. 31, 2018 Name: Section: I. Consider the circuit shown in figure (a) Write the mesh-current equations (b) Write the for the circuit. D。~of SOL the circuit DO NOT SOLVE shown in figure 2. The sinusoidal source is the circuit to the frequency domain er the circuit (a) Transto with the mesh-current method to find thement (b) Use phasors with the mesh (c) Find the average power absorbed source is 、dt) = 2 sin (100t + 90") volts....
I need answer in Matlab and also hand written way.
thanks
3) In ESC 221 circuit was analyzed using this method: , one learms how to analyze a circuit using Nodal Analysis. The following 2 A 4 V V20 reference The equations resulting from this method are as follows: 2 3 2 = 0 12 + Solve for all the variables in these equations using MATLAB using all 6 methods discussed in class. In your report, show all the algebraic...
1)
2)
3)
Using Ohm's Law, the answer for 2 is: (don't need an answer for
number 3)
4)
R1 V. + R2 12 R3 https://drive.google.com/file/d/1WJUWDo8q7wGCQmwBgMvR04B_SY-MNJNN/view?usp=sharing Consider the circuit in Figure 2. We will assume that both the power supply's potentials V and V, along with the resistors R, through R3 are known quantities where the currents flowing through the circuit are unknown. Since there are three unknown currents in this circuit, three linearly independent equations are needed in order...