The aim of the experiment
Experiment with the tools
a battery
capacitances
wires
Multimeter
Steps to conduct the experiment
Activity 1: equivalent capacitance by direct measurements for two
capacitors
connected in series and in parallel.
Use two capacitors with different capacitance and record the given value in the
table below.
Use the multimeter to measure their values and record the measured values
Use equation 5 and equations 6 to find the equivalent capacitance as per given
and measured values.
Use direct measurement to measure the equivalent capacitance as they are
connected in series and in parallel and report these values in
the table below.
Activity 2: equivalent capacitance by discharging the capacitors in series
configurations.
Set up the circuit by choosing a pair of capacitors and connect them in series as
shown in the figure.
Before the experiments be sure that the multimeters are connected right and the
capacitors are uncharged.
Set the output voltage of the power supply to a value between 10 and 20 Volt to
be the initial value 𝑉0.
Bring the switch to the charging position. As no resistors in the charging loop, the
voltage on the capacitor will read directly the applied voltage on the capacitors
Bring the switch to discharge position and observe the decrease of the voltage on
the capacitor and on the resistors as they are parallel.
Record the voltage each 20 seconds, and record the measurements in the given
table
Continue to measure the voltage with time until the voltage value reaches 1V on
the capacitor. Do not stop measuring the time by the stopwatch for whole
experiment.
On a graphical paper, Plot V on the vertical axis and the time on the horizontal axis
and observe the logarithmic decreasing behavior.
Now plot ln(V)=f(t) graph for charging and determine the time constant of the circuit
using the slope of the graph.
From the time constant, determine the equivalent capacitance of the capacitors
and compare it with those reported in the above table.
Calculate the error.
Repeat the same experiment while the capacitors are connected in parallel as
shown in the figure.
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