IF you upload the picture for your answer, please make it clearly.
A) The voltage across the resistor, the inductor and the
capacitor should be same at any point of time. Hence, (b) is the
correct answer.
B) The current supplied by the source is distributed to the resistor, the inductor and the capacitor, hence total sum of currents in these elements should be equal to the current supplied by the source.
(a) is the correct answer.
C) Non-zero and is due to E (electric field). This can be explained using the principle of relativity. In S primed frame, the wire will appear to have net non vanishing charge.
IF you upload the picture for your answer, please make it clearly. A) An RLC Circuit is show with the three ele- ments...
(1 point) In an RLC series circuit, the rms potential difference provided by the source is V = 150 V, and the frequency is f 240 Hz. Given that L = 0.1 H, C = 40 uF, and VR = 20 V, find: T a) I (rms); I A b) R; R 12 c) VL (rms); VL: V d) Vc (rms). Vc = V
Consider an RLC series circuit with R = 600 Ω, L = 3 H, C = 4μF, generator voltage V = 20 v, frequency= 60 hz. Find a) the inductive impedance XL, b) capacitive impedance Xc , c) Total impedance Z, d) Line current I , e) Voltage drops VR , VL, ,Vc f) combination voltage VRL , and VLc , g) phase angle φ , h) resonant frequency f0 , i) Power dissipated by circuit.
Consider the simple series RLC circuit shown in figure below, the circuit has the following parameters, R=12, L = 0.2 Henry, and C = 0.05 Farad, R 1000 Vs The system is governed by the following equations: V = VR + V + V VR = IR V = Vc S(t)dt Or I = CM Construct a Simulink model for this system such that the input is the supply voltage Vs and the output is the voltage across the resistor...
ONLY NEED SOLUTION TO QUESTION 4 PLEASE, THANK
YOU
(PLEASE MAKE SURE TO PLOT THE SOLUTION IN
MATLAB)
Part A (Based off week 7 Workshop content) Consider the RLC circuit where R = 5, C = 1, L = 4 and Vs = 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: L RC i the system of ODEs 3. Verify your answer for question...
3. (40 pts total) Eigenvalues of Systems of Equations Application: Series RLC Circuit, Natural, or Transient Response (Remember EE280, maybe not) M SR v(t) Consider a series RLC circuit, with a resistor R, inductor L, and capacitor C in series. The same current i(t) flows through R, L, and C. The switch S1 is initially closed and S2 is initially open allowing the circuit to fully charge. At t=0 the switch S1 opens and S2 closes as shown above. Solving...
For MATLAB users. Can you please type the answers for the MATLAB
sections.
Consider the RLC circuit where R - 5, C- 1, L- 4 and Vs - 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 Vi VL RC 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...
8.23 The initial value of the voltage v in the circuit in Fig. 8.1 is zero, and the initial value of the capacitor current, ic(0*), is 45 mA. The expression for the capacitor current is known to be i(t) = Aje-200t + Aze-8001, 1 2 0+, when R is 250 N. Find a) the values of a, wo, L, C, A1, and A2 Hint: u:... dic(0*) _ 1. dt di_(0+) dt dir(ot) dt -v(0) L 1 ic(0+) R C ....
3. (Bonus) Determine a state variable model for the circuit in Figure 2. Note that If the voltage at the left and right hand side of a resistor R is v and vR, respectively, and the current is assumed to flow through the resistor from left to right, then the current passing through the resistor R is iR We know that the voltage drop across a capacitor is uc = the current passing through the capacitor branch is ic cat,...
Part A (Based off week 7 Workshop content) Consider the RLC circuit where R = 5, C = 1, L = 4 and VS = 8. 1. Use circuit analysis laws to show that the resistor’s voltage and inductor’s voltage can be modelled as the system of ODEs: V 0 R V 0 L = 0 R L − 1 RC − R L VR VL + 0 V 0 S 2. Solve the eigenvalues and eigenvectors of the coefficient...
please choose one of the answer choices above.
Must show all work, thank you
Question 2 CIRCUIT A2 (2.5 Marks) + Ver Rc Ic с IR Fig. 2: CIRCUIT A.2 Statement: Sketching relevant output (Vc-Ic) characteristics decide on Q-point coordinates and DC load-line details: That is, determine DC operating conditions of the NPN-BJT/Si circuit of Fig.2 (denoting the type Circuit A2). Assume the following: Vcc= 24 volt; Rc = 5.0 k; RB = 1500 k and B = 125. Required...