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1. For the circuit shown, assume that the L2 i2Ro current...
can you post the answer in matlab and code Question 1: Euler's Method. A simple circuit...
can
you post the answer in matlab and code
Question 1: Euler's Method. A simple circuit having resistance R, in- ductance L, and capacitance C in parallel has a current i(t) that satisfies the differential equation 1 dV + R dt V di C dt2 www. dt Take parameters C 0.3 farads, R assume that the applied voltage to the circuit is given by 1.4 olms, andL= 1.7 henries and -0.06t sin(2t). V (t) e Using Euler's method, approximate the...
WRITE MATLAB CODE FOR IT. Task 02: For the circuit shown in figure 12.2, the input...
WRITE MATLAB CODE FOR IT.
Task 02: For the circuit shown in figure 12.2, the input voltage is Vi(t)-10 cos(2t) u(t) I. Plot the steady state output voltage voss(t) for t > 0 assuming zero initial conditions. I1. Determine whether the system is stable or mot? 0.5 F 2 Ohm v(t) Vo (t) 1 Ohm Figure 12.2
5) In the circuit shown below, the switch had been in position a for a long...
5) In the circuit shown below, the switch had been in position a for a long time. At t-0, the switch was moved instantaneously to position b, and stayed there for 0.1[s]. Then, at t0.1[s] the switch was moved instantaneously back to position a, and remained there For the time periods 0t<0.1[s] and t> 0.1[s], find the numerical expressions for the voltage vR(t), as defined in the circuift. R,-10[Ω] S1 100[V] S2 L2 200V] 3H 2H]
Consider the circuit shown in Fig. 1 with Vs=10V. Assume there is no initial energy stored...
Consider the circuit shown in Fig. 1 with Vs=10V. Assume there is no initial energy stored in the circuit, and the switch S was opens for a long time and it closes at time t-0 second. 1. For each of the following cases, find the expression of the voltage across the capacitor, Vt) for t 0: (a) R-5 k2, L-22 mH, and C 22 nF (b) R-0.5 kQ, L=22 mH, and C-22 nF IfL and C are the same as...
The current, i, in a series RLC circuit when the switch is closed at t 0 can be determined from t...
use MATLAB functions to solve this problem
The current, i, in a series RLC circuit when the switch is closed at t 0 can be determined from the solution of the V 2nd-order ODE to v t-0 d2i ndi 1 where R, L, and c are the resistance of the resistor, the inductance of the inductor, and the capacitance of the capacitor, respectively. (a) Solve the equation for i in terms of L, R, C, and t, assuming that at...
MATLAB question. Please answer all the questions and also upload the code by MATLAB. Thanks. Down vote if no code provided. For the circuit shown above, at the moment t = 0, the switch is closed, fin...
MATLAB question. Please answer all the questions and also upload
the code by MATLAB. Thanks. Down vote if no code provided.
For the circuit shown above, at the moment t = 0, the switch is closed, find w(t) for 120, No energy is stored in the capacitor and inductor at moment t-0 1. Write the dynamic model for RLC circuit after t> 0? a. Show all vour work and calculations b. Write down the characteristic equation of the transfer function...
1. Forced Response Response of RC circuit The component values for the circuit shown below are...
1. Forced Response Response of RC circuit The component values for the circuit shown below are v' = 16 V. RI= R2 3 kQ. R3= 8 kQ. and C-25/1 F. Assume that the switch had been open for a long time prior to t-0 i is the current passing through R. v is the voltage across the capacitor. Determine (a) (or and v(or) i0and v 0 b) (o)and v(or) (c) i[oo) and v(oo (d) i(t) for t20 (e) v(t) for...
Consider the RLC circuit where R = 5, C = 1, L = 4 and V = 8. 1. Use circuit analysis laws to show that the resistor's voltage and induc- tor's voltage can be modelled as the system of ODEs...
Consider the RLC circuit where R = 5, C = 1, L = 4 and V = 8. 1. Use circuit analysis laws to show that the resistor's voltage and induc- tor's voltage can be modelled as the system of ODEs し」L 2. Solve the eigenvalues and eigenvectors of the coefficient matrix in the system of ODEs. 3. Verify your answer for question (2) by using the eig function in MAT- LAB (make sure you comment on whether your solutions...
Use MATLAB simulink 6.8 An RLC circuit with a parallel bypass resistor (Problems 3.10 and 5.11)...
Use MATLAB simulink
6.8 An RLC circuit with a parallel bypass resistor (Problems 3.10 and 5.11) is shown in Fig. P6.8. At time t-0 the circuit has zero current in both loops and the capacitor C has a stored charge of 0.01 C. The system parameters are R1 = 0.4 Ω, R2-0.2 Ω, C = 0.04 F, and L = 0.01 H. Use Simulink to obtain the system response where the source voltage is a sinusoidal function, en()0.5 sin 10t...
b only v(t) Set up the differential equation and solve for the voltage in the circuit...
b only
v(t) Set up the differential equation and solve for the voltage in the circuit shown to the right for the following component values. a) i(t)-3x(t), b)i(t)-Su(t), R-200 Ω, L-4nH, i1(0)-0A R-1000 Ω, L-40 ml, iL(0)-2A
can
you post the answer in matlab and code
Question 1: Euler's Method. A simple circuit having resistance R, in- ductance L, and capacitance C in parallel has a current i(t) that satisfies the differential equation 1 dV + R dt V di C dt2 www. dt Take parameters C 0.3 farads, R assume that the applied voltage to the circuit is given by 1.4 olms, andL= 1.7 henries and -0.06t sin(2t). V (t) e Using Euler's method, approximate the...
WRITE MATLAB CODE FOR IT.
Task 02: For the circuit shown in figure 12.2, the input voltage is Vi(t)-10 cos(2t) u(t) I. Plot the steady state output voltage voss(t) for t > 0 assuming zero initial conditions. I1. Determine whether the system is stable or mot? 0.5 F 2 Ohm v(t) Vo (t) 1 Ohm Figure 12.2
5) In the circuit shown below, the switch had been in position a for a long time. At t-0, the switch was moved instantaneously to position b, and stayed there for 0.1[s]. Then, at t0.1[s] the switch was moved instantaneously back to position a, and remained there For the time periods 0t<0.1[s] and t> 0.1[s], find the numerical expressions for the voltage vR(t), as defined in the circuift. R,-10[Ω] S1 100[V] S2 L2 200V] 3H 2H]
Consider the circuit shown in Fig. 1 with Vs=10V. Assume there is no initial energy stored in the circuit, and the switch S was opens for a long time and it closes at time t-0 second. 1. For each of the following cases, find the expression of the voltage across the capacitor, Vt) for t 0: (a) R-5 k2, L-22 mH, and C 22 nF (b) R-0.5 kQ, L=22 mH, and C-22 nF IfL and C are the same as...
use MATLAB functions to solve this problem
The current, i, in a series RLC circuit when the switch is closed at t 0 can be determined from the solution of the V 2nd-order ODE to v t-0 d2i ndi 1 where R, L, and c are the resistance of the resistor, the inductance of the inductor, and the capacitance of the capacitor, respectively. (a) Solve the equation for i in terms of L, R, C, and t, assuming that at...
MATLAB question. Please answer all the questions and also upload
the code by MATLAB. Thanks. Down vote if no code provided.
For the circuit shown above, at the moment t = 0, the switch is closed, find w(t) for 120, No energy is stored in the capacitor and inductor at moment t-0 1. Write the dynamic model for RLC circuit after t> 0? a. Show all vour work and calculations b. Write down the characteristic equation of the transfer function...
1. Forced Response Response of RC circuit The component values for the circuit shown below are v' = 16 V. RI= R2 3 kQ. R3= 8 kQ. and C-25/1 F. Assume that the switch had been open for a long time prior to t-0 i is the current passing through R. v is the voltage across the capacitor. Determine (a) (or and v(or) i0and v 0 b) (o)and v(or) (c) i[oo) and v(oo (d) i(t) for t20 (e) v(t) for...
Consider the RLC circuit where R = 5, C = 1, L = 4 and V = 8. 1. Use circuit analysis laws to show that the resistor's voltage and induc- tor's voltage can be modelled as the system of ODEs し」L 2. Solve the eigenvalues and eigenvectors of the coefficient matrix in the system of ODEs. 3. Verify your answer for question (2) by using the eig function in MAT- LAB (make sure you comment on whether your solutions...
Use MATLAB simulink
6.8 An RLC circuit with a parallel bypass resistor (Problems 3.10 and 5.11) is shown in Fig. P6.8. At time t-0 the circuit has zero current in both loops and the capacitor C has a stored charge of 0.01 C. The system parameters are R1 = 0.4 Ω, R2-0.2 Ω, C = 0.04 F, and L = 0.01 H. Use Simulink to obtain the system response where the source voltage is a sinusoidal function, en()0.5 sin 10t...
b only
v(t) Set up the differential equation and solve for the voltage in the circuit shown to the right for the following component values. a) i(t)-3x(t), b)i(t)-Su(t), R-200 Ω, L-4nH, i1(0)-0A R-1000 Ω, L-40 ml, iL(0)-2A
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