2. Kirchhoff's Current Law (KCL) Experimental Procedure Design the circuit using resistors and power supply (battery) and make the necessary connections as shown in Figure 2. According to Kirchhoff's Current Law, sum of incoming and outgoing currents must equal each other. The figure shows I entering the node while I1 and I2 are leaving the node so we must have I-I1+I2. DC AMPERMETER 888 INPUT DC AMPERHETER DC AMPERMETER OC POER SUPPLY 8888 8888 INPUT +INUT I1 + 1 RI 10OR 12 + 2 R2 200 Figure 2 a. Adjust the voltage steps of the power supply as Table 2, read the related currents I1, 12 and I. # of step Voltage of the power supply (Volts) 3.0 I: (mA) I(mA) calculated(I;+I:) I (mA) measured I1 (mA) 1 2 4.5 Table 2 b. Is the main current (I) equal to sum of currents In and I2? Check for all steps. c. Calculate the equivalent resistance R of the circuit. Req =..

2. Kirchhoff's Current Law (KCL) Experimental Procedure Design the circuit using resistors and power supply (battery) and make the necessary connections as shown in Figure 2. According to Kirchhoff's Current Law, sum of incoming and outgoing currents must equal each other. The figure shows I entering the node while I1 and I2 are leaving the node so we must have I-I1+I2. DC AMPERMETER 888 INPUT DC AMPERHETER DC AMPERMETER OC POER SUPPLY 8888 8888 INPUT +INUT I1 + 1 RI 10OR 12 + 2 R2 200 Figure 2 a. Adjust the voltage steps of the power supply as Table 2, read the related currents I1, 12 and I. # of step Voltage of the power supply (Volts) 3.0 I: (mA) I(mA) calculated(I;+I:) I (mA) measured I1 (mA) 1 2 4.5 Table 2 b. Is the main current (I) equal to sum of currents In and I2? Check for all steps. c. Calculate the equivalent resistance R of the circuit. Req =..

Introductory Circuit Analysis (13th Edition)

13th Edition

ISBN:9780133923605

Author:Robert L. Boylestad

Publisher:Robert L. Boylestad

Chapter1: Introduction

Section: Chapter Questions

Problem 1P: Visit your local library (at school or home) and describe the extent to which it provides literature...

See similar textbooks

Similar questions

CALCULATE THE CURRENTS AND THE VOLTAGE INDICATED IN THE FOLLOWING FIGURE is= I5= V7=
The lead storage batteries "A" and "B" are connected in parallel. "A" hasan open circuit voltage of 12 V and an internal resistance of 0.2 ohm.Battery "B" has an open circuit voltage of 12.2 V and an internalresistance of 0.3 ohm. If the two batteries together deliver power to a0.5-ohm power resistor. Neglecting effects of temperature, how muchcurrent is contributed by battery "A"?
Calculate the values of Voltages, Currents, and Resistances in the following Series- Parallel Circuit. Write and fill-in in the table the answers. V = 70 volts AM R1= 5 ohms ww R8= 6 ohms VT= V₁= V₂= V3= V4= V5= V6= V7= V8= V9= V10= V11= V12= V13= V14= V15= R9=5 ohms R2= 8 ohms ли M R7 = 12 ohms IT= I₁= I2= I3= I4= I5= 16= I7= I8= I9= I10= I11= I12= I13= I14= I15= R10=14 ohms M R3=5 ohms M RT= R₁= R₂= R3= R4= R5= R6= R7= R8= R9= R10= R11= R12= R13= R14= R15= M44 R11=7 ohms R12 10 ohms M R13-14 ohms M R14=14 ohms M R4 13 ohms M R15= 3 ohms ANL R6=13 ohms 44 M R5=7 ohms
Which of the following statements are correct for the circuit below? Thanks to the capacitors I – C1 and C2, the voltage gain of the circuit increases. II – Capacitors C1 and C2 are coupling capacitors and provide an isolation function between AC and DC voltages in the circuit. Thanks to the III – RE resistor, the voltage gain of the circuit increases. Thanks to the IV – RE resistor, the stability of the circuit increases. The V – C3 Capacitor is a bypass capacitor and prevents the loss of voltage gain. Capacitor VI – C3 is a coupling capacitor and has no effect on the voltage gain in the circuit. VII – As the value of the source internal resistance Rs increases, the voltage gain decreases. VIII – The voltage gain decreases as the value of any RL load to be added to the circuit increases
Three 4 – ohm resistors are connected in parallel from a 24 – volt source. Find the current flowing in one of the resistors.
Answer the following questions with the circuit drawn: a)calculate the sum of currents at node A and at node B.b) calculate the sum of voltages at loop 1, at loop 2 and at loop3c) calculate the currents I1, I2, I3, I4, I5, and the equivalent resistance.
Find the loop currents (Ia, Ib, Ic) and the currents passing through each circuit element and the voltages falling on the circuit elements.
Applying Kirchhoff's Laws to the electrical network in the figure, the currents and I1,I2 and I3 are the solution of the system
Given two batteries: one with voltage V and internal resistance r1; another with also voltage V and internal resistance r2. Which of the following is true if we connect them in series facing the opposite direction? No voltage will remain, while the total internal resistance will be r1 + r2. The total voltage will be -V, while the total internal resistance will be r1 + r2. The total voltage will be -2V, while the total internal resistance will be r1 + r2. The answer can be found on the other choices.
Three wires are connected at a branch point. One wire carries a positive current of 13 A into the branch point, and a second wire carries a positive current of 3 A away from the branch point. Find the current carried by the third wire into the branch point.
Draw a easy parallel circuit, using Voltage Source E with 3 resistors. Each resistor has its own voltage drop. a. Write down an equation describing the total resistance (Rt) b.Write the equation describing the source current (Is) c. Write down Kirchoffs Voltage Law for the circuit
Find the voltage i1 through the resistance as shown in figure below due to DC voltage source.