Charging and discharging a Capacitor Assignment 2022

KCL: Resistors in series
and
Charging and discharging a Capacitor

Experiment No. 3
KCL: Resistors in series
Introduction:
KVL of Kirchhoff indicates that sum voltages are equivalent to any drop in voltage in the same
loop in a closed loop network. The premise behind the KVL is that no energy loss or generated
by the electric loop must amount to the sum of load voltages in a circuit in the sense that the net
voltage increases the voltage source (Rizzoni, 2009). The Kirchhoff Voltage Law clearly states
that the algebraic voltage around a circuit is always equal to zero. This experiment also
concentrates on the rule now applicable in Kirchhoff, which states that a circuit, with an
algebraic current level at zero, flows into each junction or node in a circuit.
Experiment
1. The Kirchhoff Voltage Law says that each closed branch of loop algebraic voltage is 0.
2. Kirchhoff's current law says that the current entry is equal to the current that leaves that node
within an electrical circuit in any node.
:

OBJECTIVES:
The aim of this experiment was to illustrate the overall voltage drops in each resistor (potential
differences) inside a series circuit equal to the voltage that is provided throughout the circuit.
This Experiment focused mostly on the voltage and resistor of Kirchhoff law. It's in the current
Kirchhoff Law or KCL that stipulates that 'the total current or charge entering a crossroads or
knots is exactly the same as the load leaving the node, since it can only go away. In Part C, it is
necessary to know the purpose of series and parallel circuits.
Equipment Required:
 1 DC voltmeter
 15 Ω, 22 Ω, 33 Ω resistors
 1 Hameg Power Supply.
 1 DC multimeter.
Procedure
First of all, a DC voltmeter was used, the V-button was pressed on, and the plug was connected
to the common (COM) and V-sockets. Connect the power supply and resistors in series, as
shown in the figure below:

When the circuit was linked, the power switched on. To set the voltage to 5 use the voltage
adjustment key Second, every voltage (R1, R2 and R3), i.e. V1, V2, & V3, recorded by each
resistor (known as resistor voltage drop).