5. For the circuit in Fig. 3, write a complete set of connection and element constraints...
1.19 Find I and the power absorbed by each element in the network of Fig. 1.30. 8A9v 6 Figure 1.30 For Prob. 1.19. 1.20 Find V, and the power absorbed by each element in the circuit of Fig. 1.31. 1.- 2A 28 V 12 V TIA 28 V 30 V + 6A1 Figure 1.31 For Prob. 1.20.
1. The circuit in Fig. 1 shows a cascade connection of two integrators. Determine the output voltages voi and vo at t= 2 ms assume the integrators are reset to 0 V at t=0. Use the time domain method that you learnt in the course to solve the problem. (5 pts) 5 uF 10 uF 20 ks2 25k92 VOL 10 V Fig. 1 for Question 1
The voltage and current at the terminals of the circuit element in Fig. \(1.5\) are zero for \(t<0\). For \(t \geq\) 0 they are$$ \begin{array}{l} v=50 e^{-1600 t}-50 e^{-400 t} \mathrm{~V} \\ i=5 e^{-1600 t}-5 e^{-400 t} \mathrm{~mA} . \end{array} $$a) Find the power at \(t=625 \mu \mathrm{s}\).b) How much energy is delivered to the circuit element between 0 and 625 \mus.?c) Find the total energy delivered to the element.
3-1 Use nodal analysis to find v, in the circuit shown in Fig. 3-6 if element A is: (a) a 2-A current source, arrow pointing right; (b) an 8-92 resistor; (c) a 10-V voltage source, the positive reference on the right. ns:- 17 A 2Ω Fig. 3-6 See Drill Probs. 3-1 and 3-2.
Problem 3 (30 points): For the circuit in Fig. 3, v, has an RMS value of 9.0 V and a frequency of 60 Hz. Assume that R-20 Ω and that V,-0.7 V for each diode. Vs R o Figure 3: Circuit for Problem 3 (10 points) 1. Find the maximum value of Vo 2. Find the value of C to guarantee a ripple voltage of 0.25 V or less. (10 points) 3. For what fraction of the time is the...
Problem 3 (30 points): For the circuit in Fig. 3, te has an RMS value of 9.0 V and a frequency of 60 Hz. Assume that R--20 Ω and that 0.7 V for each diode. C R Figure 3: Circuit for Problem 3 1. Find the maximum value of V.. (10 points) 2. Find the value of C to guarante a ripple voltage of 0.25 V or less. (10 points) 3. For what fraction of the time is the diode...
3.8 Write the node equations for the circuit in Fig. P3.8 in matrix form, and find all the node voltages. 3 mA V. 2 k12 6 mA 4 k2 Figure P3.8 Problem 2 (14 points) Solve problem 3.8 of the textbook. a) (7 points) Setup the matrix equation b) (7 points) Solve for node voltages using a calculator
For the circuit shown in Fig. 6, calculate:(a) the current in the 2.00−Ω resistor.(b) the potential difference between points a and b. Assume that the components on Fig. 7 have the following values:V1 = 10.0 V , V2 = 15.0 V , R1 = 5.0 Ω, R1 = 5.00 Ω, R2 = 10.0 Ω, R3 = 15.0 Ω, R4 = 20.0 Ω. (a) Find the current trough each branch of the circuit. (b) Find the power dissipated in each circuit...
Fig 4 Fig 3. 6. In Fig 4, (1) write down the expression of the current, as a function of time in the left circuit, as soon as circuit is closed (ii) Now imagine the rectangular circuit on the right is moving with a velocity dx/dt = v ta the right. Find the current induced in the rectangular coil both due to the changing current in the left cir and also due to its motion to the left diue a...
Calculate the power absorbed by each element in the circuit in Fig. P1.32. 12 V 12 V 2 A 4 V 2 3 2 A 6 A 1,-2A