Polarity Test Calculator
Estimate voltage magnitude and margin, then compare the measured sign and magnitude with the entered test criteria.
- Voltage magnitude
- V
- Magnitude margin
- V
- Actual polarity
- Polarity comparison
- Magnitude comparison
Calculation details
- Calculation basis
- Testing boundary
Recent results
Formulas
- voltage magnitude = abs(signed measured voltage)
- actual polarity = sign of signed measured voltage
- magnitude margin = voltage magnitude - entered minimum expected magnitude
A polarity test calculator evaluates a signed DC or control-voltage measurement and produces four usable values:
- Voltage magnitude: the absolute voltage present, without regard to sign.
- Magnitude margin: the amount by which measured magnitude exceeds or falls below the required minimum.
- Actual polarity: positive or negative, based on the sign of the measurement.
- Polarity and magnitude comparison: whether the measured sign and magnitude satisfy the entered requirements.
This calculation is used when commissioning or troubleshooting low-voltage DC control circuits, control power supplies, signaling circuits, battery-backed systems, relay coils, and equipment terminals that require a known positive or negative reference. It helps distinguish a correct 24 VDC reading from a reversed -24 VDC reading, even though both readings have the same voltage magnitude.
This worksheet is limited to signed DC/control-voltage polarity math, not for receptacle or branch-circuit wiring approval.
Signed Control-Voltage Measurement
The Signed measured voltage input is the meter reading expressed with its sign.
A reading of 24 V means the test lead arrangement indicates a positive 24-volt potential at the point being tested relative to the selected reference. A reading of -24 V indicates the same 24-volt magnitude but opposite polarity relative to that reference.
The sign is not a separate voltage value. It identifies the direction of potential relative to the reference point and the meter-lead orientation used for the measurement.
| Signed measured voltage | Voltage magnitude | Actual polarity |
|---|---|---|
| 24 V | 24 V | positive |
| -24 V | 24 V | negative |
| 12 V | 12 V | positive |
| -9 V | 9 V | negative |
| 0 V | 0 V | neither positive nor negative |
The Expected polarity field defines the required sign for the measurement. Select Positive when the point under test should be positive relative to the chosen reference. A negative measurement against that expectation indicates reversed polarity, reversed test leads, an incorrect reference point, or another condition requiring investigation.
The Minimum expected magnitude field sets the minimum acceptable absolute voltage. It does not change whether the measured polarity is positive or negative.
Calculation Method
The calculator uses the sign and absolute value of the entered DC/control-voltage measurement.
\(\displaystyle \text{Voltage Magnitude} = |V_{\text{measured}}|\)
\(\displaystyle \text{Magnitude Margin} = |V_{\text{measured}}| - V_{\text{minimum}}\)
Where:
V_{text{measured}}is the Signed measured voltage|V_{text{measured}}|is the absolute value of that measurementV_{text{minimum}}is the Minimum expected magnitude
Polarity status is determined by comparing the sign of the signed measurement with the selected Expected polarity.
- A positive signed value matches an expected positive polarity.
- A negative signed value matches an expected negative polarity.
- A sign opposite the expected selection produces a polarity mismatch.
- A zero-volt result has no positive or negative polarity to match.
Magnitude comparison is determined separately:
\(\displaystyle |V_{\text{measured}}| \geq V_{\text{minimum}}\)
If the measured magnitude is equal to or greater than the minimum expected magnitude, the result is At or above entered minimum. If it is lower, the reading does not meet the entered magnitude threshold.
Calculation Example
A nominal 24 VDC control circuit is measured at a terminal relative to its designated DC common reference.
| Input | Entered value |
|---|---|
| Signed measured voltage | 24 V |
| Expected polarity | Positive |
| Minimum expected magnitude | 12 V |
The calculator evaluates the magnitude:
\(\displaystyle |24\text{ V}| = 24\text{ V}\)
It then calculates the margin above the required minimum:
\(\displaystyle 24\text{ V} - 12\text{ V} = 12\text{ V}\)
The resulting values are:
| Result | Value |
|---|---|
| Voltage magnitude | 24 V |
| Magnitude margin | 12 V |
| Actual polarity | positive |
| Polarity comparison | Matches entered expected polarity |
| Magnitude comparison | At or above entered minimum |
The circuit has positive polarity relative to the selected reference point, and its 24 V magnitude exceeds the entered 12 V minimum by 12 V.
If the same circuit produced a reading of -24 V with Expected polarity set to Positive, the voltage magnitude would still be 24 V and the magnitude margin would still be 12 V. The polarity status would change to a mismatch because the measured sign is negative.
Field Verification Boundary
This polarity worksheet compares signed voltage and voltage magnitude only. It does not establish that conductors are landed on the correct terminals, that a control circuit is safe to probe, that a DC source is correctly bonded or grounded, or that an installation complies with applicable code, equipment instructions, or AHJ requirements.
A polarity result depends on the reference point and test-lead placement. Confirm the meter is set for DC voltage, identify the intended circuit reference, verify lead condition and meter operation, and follow the equipment manufacturer’s test procedure. Where the polarity affects controls, electronic inputs, relay logic, battery systems, or communication equipment, verify the terminal designations and circuit documentation rather than relying on voltage sign alone.
FAQs
Does this prove polarity is correct?
No. It only compares entered voltage readings. Wiring verification requires the proper procedure and qualified judgment.
Why compare line-neutral and line-ground?
The difference can help organize readings, but the calculator does not diagnose the wiring condition.