Inductor stored energy
Find magnetic energy stored in an ideal inductor.
Estimate inductor current and voltage after a constant source-voltage step.
Estimate inductor current and voltage after a constant source-voltage step.
Vs/R+(I0-Vs/R)*exp(-t/(L/(1000*R))) AVs-R*(Vs/R+(I0-Vs/R)*exp(-t/(L/(1000*R)))) VL/(1000*R) sThis is an ideal educational model. Enter quantities in the stated SI units; it does not certify equipment safety or real operating limits. Uses a linear ideal inductor and resistor with no saturation or parasitic elements.
Results are rounded for display; calculations use unrounded values. Read our calculation methodology.
Estimate inductor current and voltage after a constant source-voltage step. The current approaches source voltage divided by resistance; the time constant is inductance divided by resistance.
The current approaches source voltage divided by resistance; the time constant is inductance divided by resistance.
| Input | Example |
|---|---|
Resistance (Ω) R | 10 |
Inductance (mH) L | 100 |
Final source voltage (V) Vs | 12 |
Initial inductor current (A) I0 | 0 |
Elapsed time (s) t | 0.01 |
This is an ideal educational model. Enter quantities in the stated SI units; it does not certify equipment safety or real operating limits. Uses a linear ideal inductor and resistor with no saturation or parasitic elements.
Use the displayed example inputs in the stated formula. Keep each quantity in its labelled unit and compare the unrounded result before applying display rounding.