• Consider the three capacitors in series connected across the applied voltage V as shown in the Fig. 5.11.1. Suppose this pushes charge Q on C1 then the opposite plate of C1 must have the same charge.
Capacitors in Series
• Consider the three capacitors in series connected across the applied voltage V as shown in the Fig. 5.11.1.

Suppose this pushes charge Q on C1 then the
opposite plate of C1 must have the same charge. This charge which is negative
must have been obtained from the connecting leads by the charge separation
which means that the charge on the upper plate of C2 is also Q. In short, all
the three capacitors have the same charge Q.

•
If an equivalent capacitor also stores the same charge, when applied with the
same voltage, then it is obvious that,

It
is easy to find V1 V2 and V3 if Q is known.
For
‘n' capacitors in series,

Key
Point : For all the capacitors in series, the charge on all
of them is always same, but the voltage across them is different.
Review Question
1. Deduce the expression for joint capacitance of two C1 capacitors
and C2 when connected in series.
Electromagnetic Theory: Unit II: (b) Conductors, Dielectrics and Capacitance : Tag: : Circuit diagram, Equation - Capacitors in Series
Electromagnetic Theory
EE3301 3rd Semester EEE Dept | 2021 Regulation | 3rd Semester EEE Dept 2021 Regulation