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Easily calculate inductor voltage online using our free Inductor Voltage Calculator with formula, examples, and step-by-step explanations for accurate results.
When current changes in a coil, it creates a voltage. That’s what we call Inductor Voltage. Our Inductor Voltage Calculator helps you find this voltage instantly using a simple formula. You’ll just enter a few values, and the calculator will do the rest.
This tool is made for students, engineers, and anyone curious about how inductors work. It’s fast, free, and accurate.
Inductor voltage is the voltage developed across an inductor when the current passing through it changes. Inductors resist any change in current, so they create a voltage to oppose it.
In simple terms, if current through a coil changes, a voltage appears across it. The faster the current changes, the higher the voltage.
The formula to calculate inductor voltage is:
VI = L × (di / dt)
Where:
VI = Inductor Voltage (volts)
L = Inductance (henries, H)
di = Change in current (amps)
dt = Change in time (seconds)
In plain words:
Multiply the inductance by the rate of change of current over time.
Using this calculator is a breeze. You’ll just need three values: inductance, change in current, and change in time.
The calculator will instantly show the voltage and all steps used in the calculation.
Let’s see how it works in real life.
Example 1:
L = 70 H
di = 14 A
dt = 8 s
Now apply the formula:
VI = L × (di / dt)
VI = 70 × (14 / 8)
VI = 122.5 volts
So, the inductor voltage is 122.5 V.
Example 2:
L = 94 H
di = 5 A
dt = 4 s
VI = 94 × (5 / 4)
VI = 117.5 volts
The inductor voltage here is 117.5 V.
This online Inductor Voltage Calculator saves you time and removes the guesswork. You won’t need to worry about units or conversions. It does everything automatically.
You can use it for physics homework, lab experiments, or quick checks in electrical projects. Whether you’re a student or a hobbyist, you’ll love how simple it is.
Think of an inductor like a spring. When current flows through it, energy is stored in its magnetic field. If you try to change that current quickly, it pushes back — just like a spring resists sudden changes. That pushback appears as induced voltage.
So, higher inductance or faster current change means more voltage.
The Inductor Voltage Calculator is a handy online tool that makes electrical calculations effortless. It’s accurate, beginner-friendly, and explains every step clearly.
You’ll never have to struggle with inductor voltage problems again. Just plug in your values and get instant answers anytime, anywhere.
The formula is VI = L × (di / dt).
Inductance is measured in henries (H).
If current is constant, di/dt = 0, so the inductor voltage is zero.
Yes, but it works best for steady or short-term changes in current.
That’s due to Lenz’s Law — the induced voltage opposes the change in current direction.