Power calculator

Transformer

Transformer: the circuit drawn with the example's values230 V1000 turns52 turns
19.2 : 1, 230 V → 12 V at 2 A

The same flux threads both coils: volts go as the turns, amps the other way.

Opens in the app on 1 December, with Circuit Notebook 1.0 See it worked out

Free. It runs in your browser: nothing to install.

The example, worked out

Given

Primary voltage
230 V
Primary turns
1000
Secondary given by
Its turns
Secondary turns
52
Secondary current
2 A

Working

  1. volts follow the turns
  2. amps go the other way: the power is the same on both sides

Results

Turns ratio Np : Ns19.23 : 1
Secondary voltage12 V
Secondary turns52
Primary current104 mA
Power23.9 W
Volts per turn230 mV

The formulas

  1. Vs / Vp = Ns / Npvolts follow the turns
  2. Ip = Is × Ns / Npamps go the other way
  3. Zp = (Np / Ns)² × Zsan impedance is reflected by the ratio squared

The usual traps

  • Turns come whole: the voltage lands near, not on, what you asked.
  • A real transformer also draws a magnetizing current and drops a few percent under load.

Questions

How do I calculate a transformer's turns ratio?

Vs / Vp = Ns / Np: volts follow the turns. Ip = Is × Ns / Np: amps go the other way. Zp = (Np / Ns)² × Zs: an impedance is reflected by the ratio squared.

What does it give for typical values?

19.2 : 1, 230 V → 12 V at 2 A. Turns ratio Np : Ns: 19.23 : 1; Secondary voltage: 12 V.

What are the usual mistakes?

Turns come whole: the voltage lands near, not on, what you asked. A real transformer also draws a magnetizing current and drops a few percent under load.

In the app

Your circuit, drawn live

Change a value: the schematic redraws with your numbers on the parts.

The part you can buy

Results rounded to standard values (E12, E24, E96) and power ratings.

The working, shown

Every step written out. Try it first by hand, then check.

Into your notebook

One click puts the circuit on a sheet of your project.

Opens in the app on 1 December, with Circuit Notebook 1.0

Also in Power