:"OMG, Do you really think that electric current slows down thru
inductance in the circuit and accelerates after? Please simulate this
before you place more of this nonsense.
" - kijanki
OMG....educate yourself before you go online and make yourself look foolish attempting to educate others.
Current through an inductor is defined by the following equation:
V=Ldi/dt
Current through a capacitor is defined by the following:
I =Cdv/dt
When the above elements are combined with resistance in a series circuit and excited by a time varying voltage, the following equation results:
R I ( t ) + L 1 d I ( t ) d t + L 2 d I ( t ) d t + V ( 0 ) + 1 C ∫ 0 t I ( τ ) d τ = V ( t ) .
From the above, one can see that voltage - V(t) is not simply split between the two "ideal" drivers L1 and L2. The capacitor's voltage buildup and drop off over time changes the equation. While the value of C is likely very small in this particular circuit, it's STILL THERE.
OMG....educate yourself before you go online and make yourself look foolish attempting to educate others.
Current through an inductor is defined by the following equation:
V=Ldi/dt
Current through a capacitor is defined by the following:
I =Cdv/dt
When the above elements are combined with resistance in a series circuit and excited by a time varying voltage, the following equation results:
R I ( t ) + L 1 d I ( t ) d t + L 2 d I ( t ) d t + V ( 0 ) + 1 C ∫ 0 t I ( τ ) d τ = V ( t ) .
From the above, one can see that voltage - V(t) is not simply split between the two "ideal" drivers L1 and L2. The capacitor's voltage buildup and drop off over time changes the equation. While the value of C is likely very small in this particular circuit, it's STILL THERE.