§ 4-3 Inductance and capacitance combinations
The inductance which is equivalent to several
inductance connected in series is simply the sum of the
series inductance.
The series combination of N inductors:
Neq LLLL ???? ?21
1L NL2L
eqL
The parallel combination of N inductors:
Inductance in parallel combine exactly as do resistors
in parallel.
)(
21
21
LL
LLL
eq ??
Neq LLLL /1/1/1/1 21 ???? ?
eqL1L 2L NL
The series combination of N capacitors:
Capacitance in parallel combine exactly as do resistors in series.
)(
21
21
CC
CCC
eq ??
Capacitance in series combine exactly as do resistors in parallel.
The parallel combination of N capacitors:
Neq CCCC /1/1/1/1 21 ???? ?
Neq CCCC ???? ?21
1C 2C NC eqC
NC1C 2C eqC
The inductance which is equivalent to several
inductance connected in series is simply the sum of the
series inductance.
The series combination of N inductors:
Neq LLLL ???? ?21
1L NL2L
eqL
The parallel combination of N inductors:
Inductance in parallel combine exactly as do resistors
in parallel.
)(
21
21
LL
LLL
eq ??
Neq LLLL /1/1/1/1 21 ???? ?
eqL1L 2L NL
The series combination of N capacitors:
Capacitance in parallel combine exactly as do resistors in series.
)(
21
21
CC
CCC
eq ??
Capacitance in series combine exactly as do resistors in parallel.
The parallel combination of N capacitors:
Neq CCCC /1/1/1/1 21 ???? ?
Neq CCCC ???? ?21
1C 2C NC eqC
NC1C 2C eqC