Current Divider Calculator — Parallel Resistors
Divide a known total current among parallel resistor branches. See each branch current, percentage, voltage, power and equivalent resistance.
Split a known total current among parallel resistors connected across the same pair of nodes. Each branch sees the same voltage, but lower resistance carries a larger share of current. Enter all branch resistances to obtain the equivalent resistance, common voltage and a table of branch current and power.
How to use this tool
- Enter the total current entering the parallel network.
- List one resistance for each branch, separated by spaces, commas or new lines.
- Choose the common resistance unit.
- Read each branch’s current share and check the common voltage against your circuit.
Formula
Ik = Itotal × (1/Rk)/Σ(1/R); Req = 1/Σ(1/R); V = Itotal × Req
The calculation normalizes branch conductances by the smallest resistance before adding them. This gives the same proportions without forming unnecessarily large reciprocals. Branch power is its current multiplied by the common voltage. All resistances must be positive.
Example
For 3 A entering parallel resistors of 100 Ω and 200 Ω, the equivalent resistance is 66.666667 Ω and both branches have 200 V across them. Their currents are 2 A and 1 A, respectively. The currents add to 3 A; their powers, 400 W and 200 W, add to 600 W.
Frequently asked questions
Why does the smaller resistor get more current?
With the same voltage across every branch, Ohm’s law makes current inversely proportional to resistance. Equal resistors therefore share the total equally.
Can a branch have zero resistance?
This model excludes ideal shorts. A zero-resistance branch changes the circuit into a limiting case where ordinary conductance ratios are not defined.
What does a negative total current mean?
It reverses the reference direction of every branch current and the voltage polarity. Positive resistors still dissipate nonnegative power.
Does this handle capacitors or inductors?
No. AC impedance networks require frequency and phase information, which a list of real resistances does not provide.
Sources
Last updated: 2026-10-30