Transients & Timing

RL Inductor Current Ramp & Flyback Freewheeling Diode Simulator

Demonstrate Faraday-Lenz inductance V = L(dI/dt) and see how a parallel freewheeling diode safely circulates inductive kickback current when a coil switch opens.

Speed
Close and open switch S1 to observe how inductor L1 resists sudden current changes (I = V/R steady state) and circulates stored magnetic energy safely through the flyback diode when S1 opens!
● CH1: CH1
● CH2: CH2

Engineering Theory & Mathematical Model

VL = L × (dI/dt), τ = L / R, E_mag = ½ L I²

An inductor stores kinetic magnetic flux energy E = ½LI² and resists abrupt changes in current. If a coil switch opens without a return path, dI/dt spikes toward −∞, generating destructive kilovolt arcing across switch contacts! Placing a reverse-biased flyback diode across the RL coil gives decaying inductor current a safe freewheeling loop whenever S1 opens.

Interactive Lab Procedure

  1. Click switch "S1 Coil" to open the supply and watch yellow current dots continue circulating through the Flyback diode loop!
  2. Close S1 again and observe the smooth exponential current ramp τ = L/R = 80mH / 20Ω = 4 ms on CH2.
  3. Delete the Flyback diode (Select -> Delete) and toggle S1 to see the sharp negative inductive voltage spike on CH1!

Technical FAQ

What is the core governing formula for RL Inductor Current Ramp & Flyback Freewheeling Diode Simulator?

VL = L × (dI/dt), τ = L / R, E_mag = ½ L I² — An inductor stores kinetic magnetic flux energy E = ½LI² and resists abrupt changes in current. If a coil switch opens without a return path, dI/dt spikes toward −∞, generating destructive kilovolt arcing across switch contacts! Placing a reverse-biased flyback diode across the RL coil gives decaying inductor current a safe freewheeling loop whenever S1 opens.

Can I modify component values and rewire this circuit live?

Yes! The schematic above runs a live MNA SPICE engine. Click any part to adjust parameters, add or delete wires and components, and click Share URL to save your custom topology.

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