Kirchoff's Second Law for voltage drops across an inductor is the following differential equation for current: Where: E
Posted: Mon Jul 11, 2022 12:51 pm
Kirchoff's Second Law for voltage drops across an inductor isthe following differential equation for current:
Where: E is the voltage applied to the circuit, L theinductance, R is the resistance, i is the current.
A 12 volt battery is connected to a simple series circuit inwhich the inductance is 1/2 H (henrys), and the resistance is10 (ohms) approximate the current i by the Runge-Kutta methodfor: t3=0.3, h=0.1 if the initial intensity iszero, i (0) = 0 That is, t0 = 0i0 = 0 and the equation is:
Where: E is the voltage applied to the circuit, L theinductance, R is the resistance, i is the current.
A 12 volt battery is connected to a simple series circuit inwhich the inductance is 1/2 H (henrys), and the resistance is10 (ohms) approximate the current i by the Runge-Kutta methodfor: t3=0.3, h=0.1 if the initial intensity iszero, i (0) = 0 That is, t0 = 0i0 = 0 and the equation is: