Formula: Series circuit (inductance)
$$L ~=~ L_1 ~+~ L_2 ~+~ ... ~+~ L_n$$
$$L ~=~ L_1 ~+~ L_2 ~+~ ... ~+~ L_n$$
Total inductance
$$ L $$ Unit $$ \mathrm{H} $$
Total inductance of \(n\) coils connected in series. In this case, the individual inductances add up.
For two coils connected in series (\(n=2\)), the total inductance \(L\) is the sum of the two individual inductances: $$ L ~=~ L_1 + L_2 $$
Individual inductance
$$ L_1, ~...~, L_n $$ Unit $$ \mathrm{H} $$
Inductances of individual coils connected in series. \(L_1\) is the inductance of the first coil, \(L_2\) is the inductance of the second coil and so on. \(L_n\) is the inductance of the last, \(n\)th coil.