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06 Numbers and Powers

Kidde Voltage Drop Calculator: What to Check

Card No. 06·13628 · Updated · Standard formula, shown below

Voltage drop 0.0002 V
Voltage drop
0.0001667 %
Result
Estimated voltage at load
120.00 V
Result
Current
1 A
You entered
You enter
Current, One-way cable length, Conductor size (AWG), Conductor material, Supply voltage
You get
Voltage drop, Voltage drop, Estimated voltage at load
Rounding
2 dp

A Kidde voltage drop calculator is not a universal calculator for every Kidde product or installation. For a basic circuit estimate, enter the current, one-way cable length, conductor size, and copper or aluminum material below; the calculator returns the approximate voltage lost and the voltage remaining at the load. This arithmetic is only a screening estimate, not approval to size wiring for an alarm or other life-safety system.

Formula

This calculator uses an approximate resistance-per-length model for common copper and aluminum conductors. The two-way circuit length is twice the one-way distance, because current travels out to the load and back. It estimates:

  • Voltage drop (V) = current (A) × circuit length (ft) × resistance (Ω/ft)
  • Percent drop (%) = voltage drop ÷ supply voltage × 100
  • Estimated load voltage (V) = supply voltage − voltage drop

For a transparent approximate resistance model, the calculator uses 0.001 Ω/ft for 14 AWG copper at a reference temperature and scales resistance by approximately 2 for every three AWG sizes. Its material multiplier is 1 for copper and 1.64 for aluminum. The model is intentionally simplified; actual conductor resistance depends on the wire’s construction, temperature, and applicable data tables.

In the calculator, i is load current in amperes (A), l is one-way cable length in feet (ft), g is the AWG size number, m is the material multiplier, and v is the supply voltage in volts (V). AWG numbering runs in reverse to physical thickness: a smaller AWG number means a thicker conductor. The example assumes one load and a simple two-conductor circuit.

Worked Example

Using the default inputs—1 A, 100 ft one-way, 14 AWG copper, and 120 V—the model estimates the resistance of the round-trip circuit as:

  • Round-trip length = 2 × 100 ft = 200 ft.
  • Estimated resistance = 200 ft × 0.001 Ω/ft = 0.2 Ω.
  • Voltage drop = 1 A × 0.2 Ω = 0.20 V.
  • Percent drop = 0.20 V ÷ 120 V × 100 = 0.17%.
  • Estimated voltage at the load = 120 V − 0.20 V = 119.80 V.

These results match the calculator after rounding to two decimal places. They illustrate the arithmetic only; they do not establish that the assumed wire, voltage, or installation is suitable for any particular equipment.

What “Kidde voltage drop calculator” can mean

People searching this phrase may be trying to check voltage at a Kidde alarm, detector, accessory, or another device, or they may be looking for a calculator specified in a product manual. Do not assume that one formula or set of permitted voltages applies to every product. Product type, model, power source, circuit arrangement, and installation requirements all matter.

Use the documentation for the exact model to identify its supply requirements, acceptable input range, current draw, wiring method, and any specified cable limits. If a manual or project specification provides a dedicated calculation method, use that rather than this generic estimate. The calculator does not reproduce or replace a manufacturer’s instructions.

When this estimate is useful—and where it falls short

A simple voltage-drop estimate can help explain why a long run or higher current may leave less voltage at a load. It can also help someone check whether an observed problem is worth investigating. It cannot diagnose an alarm fault, prove that a circuit complies with a standard, or determine a safe conductor size.

The model assumes steady current and a single, uniform conductor size and material for both legs of the circuit. It does not account for connectors, splices, shared conductors, power supplies with changing output, startup current, alternating-current effects, or the actual temperature and resistance of a specific cable. It also treats the supply voltage as fixed. A real installation can differ from all of these assumptions.

Choosing the right inputs and units

  • Current: Use the relevant load current from the product documentation or a qualified design—not a guess based on a different model. If several loads share a section of cable, current can vary along the route.
  • Length: Enter the one-way route from the source to the load. The formula doubles it internally. Do not enter the round-trip distance as the one-way value, or the result will be doubled again.
  • Conductor size: Select the actual AWG size, not a diameter or a number from a metric wire-size chart. A lower AWG number represents thicker wire and generally less resistance.
  • Material: Select copper or aluminum to match the conductor. Do not treat a copper-clad product or an unknown conductor as equivalent without checking its specifications.
  • Supply voltage: Enter the voltage at the circuit source in volts, not the device’s desired minimum voltage unless that is specifically what you are checking.

The inputs use US customary cable length and AWG size because the simplified resistance model is expressed that way. If you measure a route in metres, convert it to feet before entering it (1 m is approximately 3.281 ft). This tool does not accept square-millimetre conductor sizes or calculate from a cable manufacturer’s resistance table.

Common mistakes and practical checks

The most frequent error is confusing one-way distance with total conductor length. Another is assuming a result below a commonly repeated percentage automatically makes a design acceptable. There is no single percentage in this calculator that certifies a Kidde product installation; the relevant model instructions and applicable design requirements control.

If a device reports a low-voltage condition or behaves unexpectedly, do not respond by changing wiring based only on this estimate. Check the exact product manual and have a qualified professional verify the supply, connections, cable, and measurements. For a life-safety product, keep it installed and operating according to its instructions; do not disable or bypass it to test a theory.

Frequently Asked Questions

Does Kidde have one voltage drop calculator for all products?
There is no single calculation that should be assumed to apply to every product. Consult the documentation for the exact model and installation. This page provides only a general circuit estimate.

Should I enter one-way or round-trip cable length?
Enter the one-way distance from the source to the load. The calculator doubles that distance to account for the outgoing and return conductors.

Why does a thicker wire reduce voltage drop?
A thicker conductor has lower electrical resistance for a given material and length. In AWG notation, a smaller number indicates a thicker conductor.

Can this tell me what wire size to use for a Kidde alarm?
No. It estimates voltage drop for a wire size you enter; it does not select or approve wiring. Follow the product instructions and have a qualified professional confirm any installation design.

Why might the measured voltage differ from the calculator?
The estimate uses simplified resistance assumptions and excludes factors such as actual wire temperature, connections, changing load current, and supply variation. A measurement may also be taken at a different point or under different operating conditions.

Related

Formula used
in i | Current | A | 1 | 0 | 1000
in l | One-way cable length | ft | 100 | 0 | 100000
in g | Conductor size (AWG) | AWG | 14 | 1 | 40
sel m | Conductor material | Copper=1, Aluminum=1.64
in v | Supply voltage | V | 120 | 0 | 1000
out drop | Voltage drop | V | i * (2 * l * 0.001 * pow(2, (g - 14) / 3) * m / 1000) | 2
out pct | Voltage drop | % | drop / v * 100 | 2
out remain | Estimated voltage at load | V | v - drop | 2

Each line is one input (in, sel, list) or one result (out: label, unit, formula, decimals). How the calculators work

Method: the standard formula for this calculation, rounded as each result states. See how the calculators work or report an error.

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