Cable Sizing Calculator
Free Australian cable sizing calculator covering current rating, voltage drop, and earth fault loop impedance per AS/NZS 3008.1.1:2025. Mobile-first, no login.
Inputs
▶Advanced options
AS/NZS 3000:2018 default limit is 5%
Adds an earth fault-loop max-length check
Both > 0 adds a short-circuit withstand check
Results
Recommended Cable Size
2.5
mm² copper
Earth: 2.5 mm²
Current Carrying Capacity
23 A (>= 20 A)
Voltage Drop
4.6 % (<= 5 %)
Protection Device ≤ Cable Capacity
20 A (<= 23 A)
Show the working
| Step | Working | Result | Reference |
|---|---|---|---|
| Design current (Ib) | Ib = 20 A, 1-phase-ac at 230 V, run 30 m, 1 cable(s) per phase, copper PVC_75 | 20 A | Input |
| Installation method factor | Table lookup: clipped_direct = 1.00 x the clipped-direct rating column | 1.00 | Rating column by install method PLACEHOLDER |
| Ambient derating (air ref 40°C) | sqrt((75 - 40) / (75 - 40)) = 1.000 | 1.000 | AS/NZS 3008.1.1:2025 temperature derating |
| Grouping derating (touching) | Table lookup: 1 circuit(s), touching = 1.000 | 1.000 | AS/NZS 3008.1.1:2025 grouping table |
| Combined derating factor | 1.000 temp x 1.000 grouping = 1.000 | 1.000 | product of derating factors |
| Base current rating, 2.5mm² | Table lookup: 2.5 mm2 copper clipped direct = 23 A x 1.00 install x 1 parallel = 23.0 A | 23 A | AS/NZS 3008.1.1:2025 Table 3.18 PLACEHOLDER |
| Derated current capacity (Iz) | 23.0 A x 1.000 = 23 A vs Ib 20 A | 23 A | Iz = Itable × install × derating × parallel |
| Operating temperature (θ₀) | (20 / 23.0)^2 x (75 - 40) + 40 = 66.5 C (capped at 75 C) | 66.5 °C | θ₀ = (Ib/Itable)²·(θr−θa) + θa |
| Conductor resistance | Table lookup: 2.5 mm2 copper at 75 C = 8.8700 ohm/km | 8.8700 Ω/km | AS/NZS 3008.1.1:2025 Table 4.7(A) PLACEHOLDER |
| Conductor reactance (multi-core) | Table lookup: 2.5 mm2 multi-core = 0.1090 ohm/km | 0.1090 Ω/km | AS/NZS 3008.1.1:2025 Table 4.1(A)/(B) PLACEHOLDER |
| Impedance (Z = √(R²+X²)) | sqrt(8.8700^2 + 0.1090^2) = 8.8707 ohm/km | 8.8707 Ω/km | Z = √(R² + X²) |
| Voltage drop (ΔV) | 2 x 20 A x 8.8707 ohm/km x 30 m / (1000 x 1) = 10.64 V | 10.64 V | ΔV = 2·Ib·Z·L/(1000·m) |
| Voltage drop percentage | 10.64 V / 230 V x 100 = 4.6% (limit 5%) | 4.6 % | AS/NZS 3000:2018 Cl. 3.6 (limit 5%) |
| Short-circuit withstand (K²S²) | (111.2 x 2.5)^2 = 7.73e+4 A2s (no prospective fault current given, so no let-through comparison) | 7.73e+4 A²s | K = 111.2 (AS/NZS 3008.1.1 Table 5.1) |
Standards referenced
- AS/NZS 3008.1.1:2025 Clause 4. Current-carrying capacity of cables, Australian conditions
- AS/NZS 3008.1.1:2025 Clause 5. Short-circuit temperature limits and adiabatic factor K
- AS/NZS 3000:2018 Clause 3.6. Voltage drop in consumer mains and sub-mains
- AS/NZS 3000:2018 Clause 8.3. Earth fault-loop impedance and automatic disconnection
- AS/NZS 3000:2018 Table 5.1. Minimum cross-sectional area of protective earthing conductors
Lookup values used by these calculators are indicative and awaiting validation against the current standards. Confirm against your own licensed copy before relying on a result for design.
Parameters
This calculator exposes more inputs than most, because it runs four separate checks and each one needs its own information. Every field is documented below with the range the form accepts and the factor it actually applies inside the calculation.
Circuit
- Phase configurationsingle phase, three phase, or DC
- Sets the voltage drop multiplier and the phase voltage used by the earth fault loop check. Three phase uses 1.732, the square root of 3, and a phase voltage of the nominal divided by 1.732. Single phase and DC use a factor of 2 and the nominal voltage itself. Selecting DC also drops reactance from the calculation entirely and disables the loop check. Changing this selector resets the nominal voltage.
- Nominal voltagevolts
- Set by the phase selector: 230 volts single phase, 400 volts line to line three phase. The voltage drop percentage is measured against this figure.
- Load currentamps, 0.1 to 500
- The design current, normally written as Ib. This is the current the circuit actually carries, not the protective device rating. It drives the current capacity check, the voltage drop and the operating temperature estimate.
- Cable run lengthmetres, 1 to 2000
- The one-way route length. Do not double it for the return conductor; the phase multiplier already accounts for the return path. The same figure is compared against the maximum earth fault loop length when the loop check is enabled.
- Protection device ratingamps, 1 to 800
- The rating of the upstream circuit breaker or fuse, normally written as In. It is checked against the derated cable capacity so the cable is never protected by a device larger than it can carry, and when a device curve is selected it also sets the instantaneous trip current used by the loop check.
Cable construction and installation
- Installation methodeight options
- Applies a rating multiplier relative to clipped direct: free air spaced 1.18, perforated tray 1.10, free air touching 1.08, solid tray 1.00, clipped direct 1.00, enclosed in conduit in air 0.95, direct buried 0.92, and enclosed in conduit buried 0.88. Choosing either buried option also switches the whole derating calculation to the underground branch, which uses a 25 degree Celsius soil reference instead of a 40 degree Celsius air reference and reveals the burial depth and soil resistivity fields.
- Conductor materialcopper or aluminium
- Aluminium multiplies the base current rating by 0.78 and the conductor resistance by 1.6. Both effects push the selected size upward, so an aluminium run typically lands one to two standard sizes above the copper equivalent.
- InsulationPVC 75, XLPE 90 or EPR 90
- Sets the rated conductor temperature, 75 degrees Celsius for PVC and 90 for XLPE and EPR. That temperature feeds the ambient derating formula and the operating temperature estimate. It also selects the adiabatic constant used by the short-circuit check: 111.2 for copper with PVC, 143 for copper at 90 degrees, 73.6 for aluminium with PVC and 94 for aluminium at 90 degrees.
- Cable typemulti-core or single-core
- Single-core cables sit further apart than the cores of a multi-core cable, which raises inductive reactance. Selecting single-core multiplies the reactance by 1.4. It changes nothing else, so on small conductors where reactance is negligible the two options give nearly identical results.
- Parallel cables per phasecount, 1 to 10
- The number of cables running in parallel for each phase. The rating is multiplied by the count and the voltage drop is divided by it. Selecting more than one also forces a minimum conductor size of 4 square millimetres per cable, because very small conductors in parallel do not share current reliably.
Derating
- Maximum voltage droppercent, 1 to 10, default 5
- The compliance target for the voltage drop check. AS/NZS 3000:2018 Clause 3.6 uses 5 percent across the whole installation, so tighten this when the run being sized is only one part of the chain.
- Ambient temperaturedegrees Celsius, 10 to 75
- Air temperature for in-air installation methods, soil temperature for buried ones. The factor is the square root of the rated temperature minus the ambient, divided by the rated temperature minus the reference. The reference is 40 degrees in air and 25 degrees in soil. At the reference temperature the factor is exactly 1, so a PVC cable in 40 degree air gets no ambient penalty at all. Entering an ambient above the rated conductor temperature drives the factor to zero and no size will pass.
- Number of circuits in groupcount, 1 to 20
- How many loaded circuits share the same enclosure, tray or trench. The factor steps down: 1 gives 1.00, 2 gives 0.80, 3 gives 0.70, 4 to 6 gives 0.57, 7 to 9 gives 0.50, and 10 or more gives 0.44. This is often the largest single penalty in the whole calculation, so count the circuits honestly.
- Arrangementtouching or spaced
- Spaced cables shed heat better and recover 30 percent of the grouping penalty. With three circuits, touching gives 0.70 and spaced gives 0.79. It has no effect at all when the grouping count is 1, since there is no penalty to recover.
- Burial depthmetres, 0.3 to 3, buried methods only
- The factor is 1.00 at the 0.5 metre reference and falls by 0.06 for every metre deeper, with a floor of 0.85. Shallower than 0.5 metres gives no bonus. Deeper soil dissipates heat more slowly, which is why the penalty exists.
- Soil thermal resistivitykelvin metres per watt, 0.5 to 3, buried methods only
- The factor is 1.00 at the 1.2 reference and changes by 0.1 per unit either side, clamped between 0.7 and 1.2. Wet clay conducts heat away well and sits low; dry sand sits high and penalises the cable. If you have no soil thermal test, 1.2 is the usual default.
Optional deeper checks
- Protective device curveblank, B, C or D
- Leaving it blank disables the earth fault loop check entirely. Selecting a curve enables it and sets the instantaneous trip current as a multiple of the device rating: B is 4 times, C is 7.5 times and D is 12.5 times. The loop check is skipped on DC and skipped if the device rating is zero.
- Loop methodestimate, calculate or measured
- Estimate assumes 80 percent of the source voltage is available to drive the fault and needs no extra input. Calculate derives the source impedance from a prospective earth fault current you supply. Measured uses a loop impedance you have actually tested at the board. Estimate is the right default when you have nothing measured.
- Prospective earth fault currentkiloamps, 0 to 100, calculate method only
- The fault current available at the origin of the circuit. Used only when the loop method is set to calculate. Leave at zero if you are not using that method.
- Measured loop impedanceohms, 0 to 10, measured method only
- The loop impedance measured at the origin of the circuit with a loop tester. Used only when the loop method is set to measured.
- Prospective fault currentkiloamps, 0 to 100
- The prospective short-circuit current at the cable. This field and the clearing time below must both be greater than zero for the short-circuit withstand check to run. Leave both at zero to skip it.
- Fault clearing timeseconds, 0 to 5
- How long the protective device takes to clear that short circuit. Together with the fault current it gives the let-through energy the conductor has to survive.
- Load power factornot exposed on this form
- The engine can use a load power factor to compute voltage drop as resistance times cosine phi plus reactance times sine phi. The web form does not collect it, so the calculator falls back to the worst-case impedance magnitude, the square root of resistance squared plus reactance squared. That is conservative and will read slightly higher than a power-factor-aware calculation.
Assumptions and limits
The selection method here follows the structure of a real AS/NZS 3008.1.1 cable calculation: derate the rating, check voltage drop, check the loop, check short-circuit withstand, and take the smallest size that survives all of it. The method is complete. The numbers behind it are not yet authoritative, and that distinction matters.
What the calculator assumes
- Every lookup table is indicative, not transcribed. The base current ratings, the conductor resistance and reactance values, the installation method factors, the grouping, depth and soil resistivity factors, and the adiabatic constants are all working figures. They have not been taken from a licensed copy of AS/NZS 3008.1.1 and they have not been validated by a chartered professional engineer. Expect the selected size to be broadly sensible and the individual amperages to differ from the standard.
- One rating table for every construction. The standard selects a different rating column for each installation method and cable construction. This calculator starts from a single base table and applies the installation method as a flat multiplier instead. That is a structural simplification, not just a data one.
- Resistance is fixed at 75 degrees Celsius. It does not vary with insulation type and it is not corrected for the actual operating temperature. The operating temperature shown in the results is reported for information and is not fed back into the voltage drop.
- Aluminium resistance is a flat 1.6 times copper, and aluminium current rating a flat 0.78 of copper. Real aluminium tables are not a constant ratio across the size range.
- Voltage drop uses worst-case impedance, because the form does not collect load power factor. This overstates the drop slightly on most real loads.
- The neutral is reported as the same size as the active. There is no reduced-neutral logic and no allowance for triplen harmonic current in the neutral of a three phase circuit feeding non-linear loads, which in a heavily loaded office or data installation can exceed the phase current.
- The earth size uses a simplified rule: equal to the active up to 16 square millimetres, 16 square millimetres for 25 and 35, and half the active above that, snapped up to a standard size. The reduced-earth columns of AS/NZS 3000 Table 5.1 are not implemented, so this is conservative.
- The loop check uses the instantaneous trip band midpoint, 4, 7.5 or 12.5 times the device rating, and for the estimate method an 80 percent source voltage allowance. It does not use the maximum Zs values in AS/NZS 3000 Table 8.1, it does not model fuse time-current curves, and it takes no account of RCD protection, which changes the disconnection argument entirely.
- The short-circuit check compares the adiabatic constant squared times area squared against current squared times time. It assumes the full prospective current flows for the whole clearing time and takes no credit for current limiting by the protective device, which for a modern current-limiting breaker is a significant conservatism.
- Voltage drop percent is rounded to one decimal before it is compared, so a true 5.04 percent displays as 5.0 percent and reads as a pass. Treat anything within a tenth of a percent of the limit as needing a second look.
- Selection returns the smallest standard size that satisfies every enabled check. If no size satisfies them all, the largest size is shown along with a warning that there is no solution. The per-size selection table shows which check each size failed on.
What this should not be used for
- The design of record for any installation. Verify the selected size against the current edition of AS/NZS 3008.1.1 using licensed tables before it goes on a drawing.
- High voltage cable, which is covered by AS/NZS 3008.1.1 Part 2 and its own rating and screening rules.
- Solar photovoltaic DC string circuits, where voltage rise rather than drop governs. Use the voltage rise calculator.
- Busbar, busway or bare conductor systems, which are not cables and do not use these rating tables.
- Fire-rated, mineral-insulated or circuit-integrity cable, which carries its own manufacturer ratings and its own installation rules.
- Hazardous area installations, which add AS/NZS 60079 requirements on top of everything here.
- Any circuit protected by an RCD where you are relying on the loop check for disconnection, since RCD operation is not modelled.
Results should be checked against the current edition of AS/NZS 3008.1.1 and AS/NZS 3000, and the final design signed off by the responsible person for the installation. Nothing on this page is a certification.
Worked examples
Three complete selections showing every factor applied in order, covering single phase copper, three phase aluminium buried with full derating, and a case where the short-circuit check rather than current rating decides the answer.
Example 1: single phase 20 amp final subcircuit, clipped direct
A 230 volt single phase circuit drawing 20 amps runs 30 metres, clipped direct, in copper with PVC insulation, on its own with no grouping and 40 degree ambient. Protected by a 20 amp device.
| Phase configuration | Single phase, 230 V |
|---|---|
| Load current | 20 A |
| Run length | 30 m |
| Protection device rating | 20 A |
| Installation method | Clipped direct |
| Conductor / insulation | Copper, PVC 75 °C |
| Cable type | Multi-core |
| Ambient temperature | 40 °C |
| Circuits in group | 1 |
| Maximum voltage drop | 5 % |
Step 1, derating. Ambient is at the 40 degree reference, so the temperature factor is 1.000. Grouping of one gives 1.000. Clipped direct gives an installation factor of 1.00. The combined derating factor is 1.000, which is the easy case.
Step 2, current capacity. A 1.5 square millimetre conductor rates 17 amps, which is below the 20 amp design current, so it fails. A 2.5 square millimetre conductor rates 23 amps, which passes.
Step 3, voltage drop at 2.5 square millimetres. Resistance 8.87 and reactance 0.109 ohms per kilometre give an impedance of 8.871. Drop equals 2 times 20 times 8.871 times 30, divided by 1000, which is 10.64 volts, or 4.6 percent of 230.
Step 4, protection check. The 20 amp device is less than the 23 amp derated capacity, so it passes.
Step 5, operating temperature. 20 divided by 23, squared, times the 35 degree rise from 40 to 75, plus 40, gives 66.5 degrees Celsius. The conductor runs comfortably below its rating.
PASS at 2.5 square millimetres, with a 2.5 square millimetre earth. Current capacity 23 amps against 20 amps, voltage drop 4.6 percent against 5 percent. Note how tight the voltage drop is: this circuit has almost no headroom left, and any extension of the run will push it over. Short-circuit withstand at this size is 77284 ampere-squared seconds, reported for reference since no fault current was entered.
Example 2: three phase aluminium submain, direct buried
A 400 volt three phase submain carries 100 amps over 60 metres, direct buried at 0.7 metres in soil of 1.5 kelvin metres per watt at 25 degrees Celsius, sharing the trench with one other circuit. Aluminium conductors with XLPE insulation, protected by a 100 amp device.
| Phase configuration | Three phase, 400 V |
|---|---|
| Load current | 100 A |
| Run length | 60 m |
| Protection device rating | 100 A |
| Installation method | Direct buried |
| Conductor / insulation | Aluminium, XLPE 90 °C |
| Cable type | Multi-core |
| Soil temperature | 25 °C |
| Circuits in group | 2, touching |
| Burial depth | 0.7 m |
| Soil thermal resistivity | 1.5 K·m/W |
| Maximum voltage drop | 5 % |
Step 1, derating. Soil at the 25 degree reference gives a temperature factor of 1.000. Two circuits touching gives 0.800. Burial at 0.7 metres is 0.2 metres past the reference, so 1 minus 0.2 times 0.06 gives 0.988. Soil resistivity of 1.5 is 0.3 above the reference, so 1 minus 0.3 times 0.1 gives 0.970. Multiplied together: 0.767.
Step 2, base rating. Direct buried applies a 0.92 installation factor and aluminium a 0.78 material factor. For a 70 square millimetre conductor the base table figure of 185 amps becomes 185 times 0.78 times 0.92, which is 132.8 amps.
Step 3, derated capacity. 132.8 times 0.767 equals 101.8 amps, which clears the 100 amp design current. The next size down, 50 square millimetres, gives only 79.8 amps and fails.
Step 4, voltage drop at 70 square millimetres. Copper resistance of 0.321 times the aluminium factor of 1.6 gives 0.5136 ohms per kilometre. With a reactance of 0.0751 the impedance is 0.5191. Drop equals 1.732 times 100 times 0.5191 times 60, divided by 1000, which is 5.39 volts, or 1.3 percent of 400.
Step 5, protection check. The 100 amp device is below the 101.8 amp capacity, so it passes, though only just.
Step 6, operating temperature. 100 divided by 132.8, squared, times the 65 degree rise from 25 to 90, plus 25, gives 61.9 degrees Celsius.
PASS at 70 square millimetres, with a 35 square millimetre earth. This example shows the shape of a derated calculation clearly: the combined derating factor of 0.767 and the aluminium and burial factors together turn a nominal 185 amp conductor into a 101.8 amp one. Voltage drop at 1.3 percent is not remotely the binding constraint here. Current capacity is, and the margin over the 100 amp device is under 2 amps.
Example 3: when short-circuit withstand decides the size
A 230 volt single phase circuit drawing 32 amps runs 45 metres in conduit in air, copper with PVC insulation, protected by a 32 amp type C breaker. The board has a documented prospective fault level of 6 kiloamps and the device clears in 0.1 seconds. Both the earth fault loop check and the short-circuit check are enabled.
| Phase configuration | Single phase, 230 V |
|---|---|
| Load current | 32 A |
| Run length | 45 m |
| Protection device rating | 32 A |
| Installation method | Enclosed in conduit in air |
| Conductor / insulation | Copper, PVC 75 °C |
| Ambient temperature | 40 °C |
| Circuits in group | 1 |
| Device curve | C |
| Loop method | Estimate |
| Prospective fault current | 6 kA |
| Fault clearing time | 0.1 s |
Step 1, derating. Ambient and grouping both give 1.000. Conduit in air applies a 0.95 installation factor.
Step 2, current capacity. A 4 square millimetre conductor gives 31 times 0.95, which is 29.5 amps and fails against 32 amps. A 6 square millimetre conductor gives 40 times 0.95, which is 38 amps and passes.
Step 3, voltage drop at 6 square millimetres. Resistance 3.69 and reactance 0.0955 give an impedance of 3.691. Drop equals 2 times 32 times 3.691 times 45, divided by 1000, which is 10.63 volts, or 4.6 percent. Passes.
Step 4, earth fault loop at 6 square millimetres. A type C breaker trips instantaneously at 7.5 times 32, which is 240 amps. The earth for a 6 square millimetre active is also 6 square millimetres, so phase and earth impedances are both 3.691, totalling 7.382. Maximum length equals 0.8 times 230 times 1000, divided by 240 times 7.382, which is 103.8 metres. The 45 metre run passes.
Step 5, short-circuit withstand at 6 square millimetres. Let-through energy is 6000 squared times 0.1, which is 3,600,000 ampere-squared seconds. The conductor withstand is the adiabatic constant of 111.2 times 6, squared, which is only 445,156. The conductor fails by a factor of eight.
Step 6, stepping up. 16 square millimetres gives 111.2 times 16, squared, which is 3,165,553, still short of 3,600,000. 25 square millimetres gives 111.2 times 25, squared, which is 7,728,400 and clears it.
Step 7, rechecking 25 square millimetres. Capacity 95 times 0.95 equals 90.3 amps, well over 32. Voltage drop is 2.51 volts or 1.1 percent. The earth for a 25 square millimetre active is 16 square millimetres, so the loop impedances are 0.872 plus 1.382, giving a maximum length of 340.1 metres against the 45 metre run.
PASS at 25 square millimetres, with a 16 square millimetre earth and an operating temperature of 44.4 degrees Celsius. This is the interesting case: current rating alone would have accepted 6 square millimetres, and voltage drop would have too. It is the short-circuit withstand check that forces the conductor up three standard sizes. Note also the honest conservatism in that result. The check assumes the full 6 kiloamps flows for the whole 0.1 seconds, whereas a current-limiting breaker would cut it well short, so a real design with manufacturer let-through data would likely land on a smaller conductor.
Cable Sizing Guide
Cable sizing in Australia is governed by AS/NZS 3008.1.1:2025 (Australian conditions) and AS/NZS 3000:2018 (Wiring Rules). The 4th edition was published in December 2025 and introduces updated current rating tables, revised derating factors, and expanded coverage for modern installation methods including solar PV DC circuits.
The three checks every cable must pass
- 1
Current carrying capacity : The cable must carry the full load current continuously without exceeding its rated temperature.
- 2
Voltage drop : Voltage drop from source to load must not exceed 5% of the nominal supply voltage (AS/NZS 3000 Clause 3.6).
- 3
Earth fault loop impedance : Total earth fault loop impedance must be low enough that the protection device disconnects within the required time.
Common questions
How do I size a cable for an Australian installation?+
Australian cable sizing follows AS/NZS 3008.1.1:2025 and AS/NZS 3000:2018. Every cable must pass three checks. (1) Current carrying capacity: the cable must safely carry the full load current after derating for ambient temperature, grouping, and installation method. (2) Voltage drop: total drop from source to load must not exceed 5% of nominal voltage (AS/NZS 3000 Clause 3.6). (3) Earth fault loop impedance: the loop must be low enough for protection to clear faults within the Clause 5.7.2 disconnection times, using the maximum Zs values in AS/NZS 3000 Table 8.1. The calculator runs all three in parallel and returns the smallest size that passes.
What is the maximum voltage drop allowed in AS/NZS 3000?+
AS/NZS 3000:2018 Clause 3.6 sets the limit at 5% of the nominal supply voltage from the point of supply to the most remote point of the installation. For 230 V single-phase that is 11.5 V; for 400 V three-phase line-to-line that is 20 V. Some industries and supply authorities require tighter limits (3% is common for sensitive equipment). Set the target percentage in the calculator and it back-solves to the cable size that just passes.
How is current carrying capacity determined?+
Current carrying capacity (Iz) starts from the base current rating in AS/NZS 3008.1.1:2025 tables for the chosen cable construction (PVC, XLPE, copper, aluminium) and installation method. Three derating factors then apply: ambient temperature (default 40 °C in Australia), grouping (number of circuits in the same enclosure), and depth of burial for direct-buried cables. Iz = Itable × Ka × Kg × Kd. The calculator does this automatically based on the inputs you provide.
What changed in AS/NZS 3008.1.1:2025 compared to 2017?+
The 4th edition (December 2025) updates the current rating tables with newer cable constructions, revises grouping derating for closely-packed installations, expands installation methods to include solar PV DC string circuits and EV charging infrastructure, and adjusts ambient temperature reference values to better reflect Australian conditions. Some 2017 cable sizes will calculate slightly differently in 2025; the calculator uses the 2025 tables throughout.
Does the calculator handle parallel cables and multiple circuits per conduit?+
Yes. Set the grouping factor in the inputs to reflect the number of loaded circuits in the same enclosure or on the same tray. The calculator applies the AS/NZS 3008.1.1 grouping derating automatically. For parallel cables, divide the design current by the number of cables in parallel and size each leg.
Can I use this for cables longer than 100 m?+
Yes. The calculator handles any length. For very long runs, voltage drop is usually the binding constraint rather than current carrying capacity. The calculator will return a cable size large enough to keep the drop under your selected limit, which may be much larger than current rating alone would require.
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