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Wire Gauge and Current Capacity

Every wire in a project, a vehicle or a solar installation is a resistor and a potential fire hazard. That might sound alarmist, but it is simply physics: any conductor with resistance dissipates power as heat when current flows through it, and if you force more current through a wire than it is designed to carry, that heat can melt the insulation, start a fire, or at the very least rob your equipment of the voltage it needs to work properly.

Choosing the right wire gauge for every application — from the thin hookup wire to a switch on a circuit board, to the cable from a battery to an inverter carrying 50 A — is one of the most practical and consequential decisions in electronics. Undersize the wire and you get voltage drop, heat, and potential fire. Oversize it and you waste money and end up with cabling that is stiff and difficult to route.

This lesson covers the American Wire Gauge (AWG) system and its metric equivalents, current capacity (ampacity) tables, the voltage drop calculation you should be able to do in your head, PCB trace width for circuit board power wiring, fusing rules, and the wire types used in projects, vehicles and solar systems. By the end you will be able to choose the correct wire size for any power run with confidence.

Key rule: In AWG, a higher number means a thinner wire. AWG 22 is thin hookup wire. AWG 4 is a heavy battery cable. This is counterintuitive at first, but you will quickly internalize it. Larger gauge number = smaller wire = less current capacity = more resistance per foot.
AWG wire gauge current capacity reference chart showing cross-section diameters and ampacity from 4 AWG to 30 AWG with color-coded safe, caution, and overload zones

AWG wire current capacity reference. Larger AWG numbers mean thinner wire and lower current capacity. The sizes most used in projects, vehicles and solar systems are highlighted.

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The AWG System

AWG stands for American Wire Gauge. It is the standard wire sizing system used in the United States and in most North American electronics, automotive and solar wiring. The system defines a conductor's diameter in a specific mathematical sequence — and the rule that trips up most beginners is that a larger AWG number means a smaller, thinner wire. AWG 4 is about the diameter of a thick pencil; AWG 30 is finer than a human hair. The system extends from 0000 (written as 4/0, the largest commonly used gauge) down to 40 AWG or finer for the smallest wire.

The reason for this backward numbering dates back to the original wire drawing process: wire was drawn through a series of progressively smaller dies, and the AWG number roughly indicates how many times the wire was drawn. More draws = smaller diameter = higher number. You do not need to memorize the history — just remember: higher number, thinner wire.

The wire's cross-sectional area is what matters electrically. A larger cross-section means more metal for electrons to flow through, which means lower resistance per unit length, which means less voltage drop and less heat for a given current. Double the cross-sectional area (which happens approximately every three AWG steps) and the resistance per foot is halved.

Wire Diameter and Resistance per Foot

The table below lists the wire gauges most commonly used in electronics, vehicle and solar work, with the nearest metric cross-section for reference in the uses column. The resistance values are for copper conductor at 20°C (68°F) — resistance increases slightly as wire heats up, which is one reason derated ampacity values are conservative.

AWG Diameter (mm) Resistance (Ω/ft) Resistance (Ω/m) Typical Use
45.190.0002590.000849Battery-to-inverter cables, large solar battery banks (about 21 mm²)
64.110.0004030.001322Heavy DC runs, 50 A+ loads (about 13 mm²)
83.260.0006410.00210320–40 A DC runs, inverters and chargers (about 8 mm²)
102.590.0010020.003288Main DC runs up to 30 A, solar panel strings (about 5 mm²)
122.050.0015880.00521120 A DC runs, US house circuits (about 3.3 mm²)
141.630.0025250.00828215 A loads, short DC runs, mains appliance cords (about 2 mm²)
161.290.0040160.013173Lighting, LED strips, small accessories up to 13 A (about 1.3 mm²)
181.020.0063850.020945Up to 10 A, automotive accessories, speaker leads (about 0.8 mm²)
200.810.0101520.033296Up to 7 A, control wiring, small motors (about 0.5 mm²)
220.640.0161420.052953Up to 3 A, signal and sensor wiring, internal hookup (about 0.33 mm²)

Stranded vs. Solid Wire

Wire comes in two constructions: solid (a single conductor) and stranded (many fine conductors twisted together). For power and equipment wiring, stranded wire is almost always the right choice. Here is why:

Solid wire is stiff. It can handle being pulled through conduit and stapled to a wall, and it is fine for permanent in-wall electrical wiring (like the NM-B cable used in house construction). But if you repeatedly bend solid wire — which happens every time you move equipment, route a cable around a corner, or plug and unplug — it will eventually work-harden and crack at the bend point. A cracked conductor inside a thick insulation jacket is a failure that is almost impossible to find and can cause intermittent problems or heat.

Stranded wire flexes easily without fatigue because the individual fine strands can move relative to each other. A power lead between a device and its supply will be moved, pulled, and repositioned many times over its life. Use stranded wire. For permanently installed runs inside conduit or along a wall, solid wire is acceptable, but stranded is still preferred for any connection that may be handled or moved.

For a given AWG number, stranded and solid wire have essentially the same ampacity and resistance per foot — the AWG number specifies the total cross-sectional area of the conductor, regardless of whether it is one solid piece or many strands twisted together.

Current Capacity (Ampacity)

Ampacity is the maximum continuous current that a wire can safely carry without exceeding the temperature rating of its insulation. It is not the current at which the wire melts or catches fire — it is a safe, conservative limit defined by how much the wire heats above ambient temperature under continuous load.

Why does current cause heating? Because the wire has resistance, and power dissipated as heat equals I² × R. Double the current and the heat generated quadruples (because current is squared). This is why ampacity ratings drop steeply as wire gauge decreases: a small increase in current through a thin wire causes a much larger temperature rise than the same current increase in a thick wire.

Factors That Affect Ampacity

Wire gauge: Larger cross-section means more thermal mass and lower resistance, so less heat per ampere. A thicker wire runs cooler at any given current.

Insulation temperature rating: PVC insulation is commonly rated to 60°C. THHN wire (the common type for in-wall electrical work) is rated to 90°C. Silicone insulation can tolerate 200°C. The higher the insulation's temperature rating, the more current the wire can carry before the insulation is damaged — the conductor itself is the same, but you have more thermal headroom before damage occurs.

Ambient temperature: Ampacity tables are usually specified for 30°C (86°F) ambient. If your wiring runs in a hot environment — a shed in summer, a vehicle in direct sun — you must derate the ampacity. For every 10°C above 30°C ambient, derate by roughly 10%.

Bundling: When multiple wires are bundled together in a harness or routed through a tight conduit, they cannot dissipate heat individually — each wire is surrounded by other warm wires. The NEC requires derating bundled wires. For four or more current-carrying conductors in a bundle, derate to 80% of the listed ampacity. For seven to nine conductors, derate to 70%. This matters when you run a multi-wire harness behind a rack of equipment.

NEC Ampacity Table (60°C insulation, 30°C ambient, copper conductor)

AWG NEC Ampacity (60°C) Chassis Wiring (higher, for open wiring) Bundled Wiring (derated 20%)
470A85A68A
655A65A52A
840A50A40A
1030A30A24A
1220A20A16A
1415A15A12A
1613A13A10A
1810A10A8A
205A7A5.6A
223A3A2.4A

Note the difference between "NEC Ampacity" and "Chassis Wiring" values. The NEC values are conservative, designed for wire installed inside walls, conduit, or other enclosed spaces where heat dissipation is limited. Chassis wiring ampacity is quoted by wire manufacturers for open wiring inside equipment — the wire is exposed to moving air and dissipates heat more easily. For building, vehicle and solar power wiring, the NEC values are the appropriate conservative choice. For internal equipment wiring on a workbench, chassis wiring values are reasonable.

Typical Current Requirements

To apply these numbers correctly, you need to know what your equipment actually draws. Some typical figures at 12 V:

  • 5 m of 12 V LED strip: 2–5 A, depending on density
  • 12 V compressor fridge: 3–6 A running, with a short starting surge
  • 250 W inverter at full load: about 20–23 A
  • 1,000 W inverter at full load: about 90–100 A
  • 300 W car audio amplifier at full power: 30–40 A
  • Small 12 V water pump or fan: 2–8 A

The calculation: P = V × I, so I = P / V. A 250 W load at 12 V would draw 250 / 12 = 20.8 A if it were 100% efficient. Inverters and motors are 85–90% efficient at best, so the real current is higher — a 250 W inverter draws about 23 A from a 12 V battery at full output, and more as the battery voltage falls. Always use the manufacturer's current rating, or measure it, rather than the output power.

This means the power run to a 250 W inverter must carry about 20–25 A continuously. That eliminates 14 AWG (15 A limit) and makes 12 AWG the minimum by ampacity alone. But ampacity is only half the story — at low voltages, voltage drop is usually the more critical constraint.

Voltage Drop Calculations

Ampacity tells you whether the wire will overheat. Voltage drop tells you whether your equipment will receive enough voltage to operate correctly. These are separate concerns and both must be checked.

The physics is Ohm's Law applied to the wire itself: the wire has resistance, current flows through it, and a voltage is dropped across that resistance. That voltage is subtracted from what the power supply puts out — so the load sees a lower voltage than the supply provides.

The Round-Trip Rule

This is the most common mistake people make when calculating wire voltage drop: they forget that current must flow from the supply to the load through the positive wire, and then back to the supply through the negative wire. Both conductors have resistance. Both conductors contribute to the total voltage drop. So if your power supply is 15 feet from the load, the total conductor length you must use in your calculation is 2 × 15 = 30 feet.

The formula is:

Voltage Drop Formula:
Vdrop = I × Rwire

Rwire = resistance per foot × (2 × one-way distance)

Voltage at load = Vsupply − Vdrop

% drop = (Vdrop / Vsupply) × 100

Worked Example 1: Too Much Drop (14 AWG)

Scenario: 12 V load drawing 20 A (such as a 250 W inverter), 13.8 V supply, 15 feet from the load, 14 AWG wire.

R per foot (14 AWG) = 0.002525 Ω/ft
Total wire length = 2 × 15 = 30 ft
Rwire = 30 × 0.002525 = 0.0758 Ω
Vdrop = 20 A × 0.0758 Ω = 1.516 V
Voltage at load = 13.8 − 1.516 = 12.28 V
% drop = 1.516 / 13.8 = 11.0% — FAR too high

At 12.28 V the margin is gone: an inverter running from a battery that is not fully charged will reach its low-voltage cut-out, and motors, pumps and heaters lose power. The wire is also turning 30 W into heat (20 A × 1.516 V).

Worked Example 2: Still Marginal (10 AWG)

Same scenario, upgraded to 10 AWG:

R per foot (10 AWG) = 0.001002 Ω/ft
Rwire = 30 × 0.001002 = 0.0301 Ω
Vdrop = 20 × 0.0301 = 0.60 V
Voltage at load = 13.8 − 0.60 = 13.20 V
% drop = 0.60 / 13.8 = 4.4% — marginal, borderline acceptable

Worked Example 3: Correct Choice (8 AWG)

Same scenario, upgraded to 8 AWG:

R per foot (8 AWG) = 0.000641 Ω/ft
Rwire = 30 × 0.000641 = 0.01923 Ω
Vdrop = 20 × 0.01923 = 0.38 V
Voltage at load = 13.8 − 0.38 = 13.42 V
% drop = 0.38 / 13.8 = 2.8% — acceptable (under 3%)

The 3% Rule

Many electrical, automotive and marine references use a 3% voltage drop guideline: the total voltage drop in the power wiring should not exceed 3% of the supply voltage. At 13.8 V, 3% equals 0.414 V. This is a practical guideline, not a law, but it is a good starting point.

The definitive constraint is the minimum operating voltage of the equipment, which you will find in its manual or datasheet. Many 12 V devices are rated for 10.5–15 V, but an inverter's low-voltage cut-out is typically 10.5–11 V at the inverter terminals, so voltage lost in the cables brings the cut-out forward and leaves battery capacity unused. Electronics designed for a 13.8 V supply often need at least 12.5–13 V. Voltage drop at full load also means power wasted as heat in the wiring.

Voltage drop on a 12 V power run: a 13.8 V supply or battery on the left connects through a fuse near the positive terminal and a 15-foot cable pair to a 250 W inverter drawing 20 A on the right; arrows show current going out on the red positive wire and returning on the black negative wire, labelled 30 ft round trip; two versions are compared one above the other: 12 AWG with 0.95 V lost and 12.85 V at the inverter, and 10 AWG with 0.60 V lost and 13.20 V at the inverter; a formula box shows Vdrop = I x R per foot x 2 x one-way length

Voltage drop comparison for a 15-foot (one-way) power run at 20 A. The total round-trip length is 30 feet. Upgrading from 12 AWG to 10 AWG reduces the drop from 0.95 V to 0.60 V.

View Larger

Practical Voltage Drop Summary Table

AWG V drop at 20A, 15 ft one-way (30 ft round trip) Voltage at load (from 13.8V) % drop Status
141.52 V12.28 V11.0%FAIL — too low
120.95 V12.85 V6.9%MARGINAL
100.60 V13.20 V4.4%BORDERLINE
80.38 V13.42 V2.8%OK — passes 3% rule
60.24 V13.56 V1.7%EXCELLENT

The lesson from this table: for a 20 A load with a 15-foot power run, 8 AWG is the minimum correct choice. If your power supply is further away — 25 feet, 30 feet — you will need to step up to 6 AWG to stay inside the 3% limit at full load.

Calculator 1: Wire Current Capacity and Voltage Drop

Wire Current Capacity and Voltage Drop Calculator

Select your wire gauge, enter your supply voltage, current draw, and one-way wire run length. The calculator shows voltage drop, load voltage, and whether the run meets the 3% guideline.

Enter values and click Calculate.

PCB Trace Width and Current

When you build a circuit on a printed circuit board (PCB), the copper traces on the board serve as the wires. A trace that is too narrow for the current it carries will heat up, just like an undersized wire — but in a PCB the consequences are more severe because the trace is embedded in or on the surface of a board material that can burn, delaminate, or catch fire if overloaded.

The industry standard for determining minimum PCB trace widths is IPC-2221, published by the IPC (Association Connecting Electronics Industries). This standard provides formulas and charts based on decades of empirical data about copper trace heating under current load.

Key PCB Variables

Copper weight: PCB copper is specified by weight per square foot. The most common is 1 oz copper (approximately 35 µm or 1.4 mils thick). 2 oz copper (70 µm, 2.8 mils thick) is used for power circuits. Heavier copper can carry more current at a given trace width because the cross-sectional area is proportionally larger.

External vs. internal traces: Traces on the outer layers of a PCB (top and bottom) can dissipate heat into the air around them. Internal traces on inner layers of a multi-layer board are surrounded by the board material, which is a good thermal insulator. Internal traces therefore heat up more for a given current and require wider traces than external ones.

Allowable temperature rise (ΔT): The IPC-2221 formula calculates the trace width required to keep the trace temperature rise above ambient below a specified limit. A ΔT of 10°C is commonly used as the design target for commercial work. If you can tolerate a higher temperature rise (say 20°C or 30°C), you can use a narrower trace — but this is only acceptable if the board and nearby components can handle the elevated temperature.

The IPC-2221 Formula

The IPC-2221 formula for trace width (in mils) is:

IPC-2221 Trace Width Formula:

For external traces: Area (mil²) = (I / (k × ΔT0.44))1/0.725
For internal traces: Area (mil²) = (I / (k × ΔT0.44))1/0.725

Where k = 0.048 for external, k = 0.024 for internal
ΔT = temperature rise above ambient in °C
I = current in amperes

Width (mils) = Area (mil²) / (copper_thickness_mils)
For 1 oz copper: thickness = 1.378 mils
For 2 oz copper: thickness = 2.756 mils

1 mil = 0.0254 mm

Practical Trace Width Reference

For quick reference, these are the minimum trace widths for external traces on 1 oz copper at a 10°C temperature rise — a common conservative design target:

Current (A) Min Width (mm) — External, 1 oz, ΔT=10°C Min Width (mils) Typical application
0.1 A0.05 mm2 milsSmall signal traces
0.5 A0.20 mm8 milsLogic signal, LED drive
1 A0.44 mm17 milsSmall relay coil, op-amp output
2 A0.75 mm30 milsSmall motor, solenoid
3 A1.0 mm39 milsLow-power regulator output
5 A1.6 mm63 mils5V regulator, audio amplifier supply
8 A2.4 mm94 milsRF PA supply trace
10 A2.8 mm110 mils100W PA, switching supply output
15 A4.0 mm157 milsHigh-current supply, battery charger
20 A5.0 mm197 milsVery heavy traces; consider wire or bus bar

The practical lesson for PCB builders: for signal traces (under 100 mA), the minimum fabrication width of your PCB house (typically 0.1–0.15 mm) is fine. For power supply traces carrying more than 1 A, calculate the required width. For traces carrying 5 A or more, you should use 2 oz copper, increase trace width further, or add a short wire jumper (soldered directly across the trace) for very high currents.

Calculator 2: PCB Trace Width

PCB Trace Width Calculator (IPC-2221)

Calculate the minimum PCB trace width needed to carry a given current without exceeding the allowed temperature rise, using the IPC-2221 standard formula.

Enter values and click Calculate.

Fusing Rules

A fuse is a deliberately weak point in a circuit that melts and opens the circuit before the wiring or equipment is damaged by a fault. Every positive power conductor — with the sole exception of very short runs already protected by an upstream fuse — should be fused as close to the power source as possible.

The Fundamental Fusing Rule

Fuse the wire, not the load. This is the single most important principle. A 12 AWG wire has a 20 A ampacity rating. If you connect a 15 A load to it and install a 15 A fuse, the fuse will protect the load, but if the wire shorts to ground downstream of the fuse, up to 15 A will flow through the short — and 15 A through a short circuit fault can easily start a fire before the fuse blows. The correct approach: use a 20 A fuse to protect the 12 AWG wire. If you want additional protection for the 15 A load, add a second, smaller fuse close to that load. The primary fuse must always protect the wire ampacity.

In practical DC wiring: when you run 8 AWG wire (50 A ampacity) from your power supply to a distribution block, fuse that run with a 50 A fuse close to the power supply. Branch feeds from the distribution block are individually fused according to the gauge of each branch wire.

Fuse Placement

Position the fuse as close to the positive terminal of the power source as possible. For battery-fed systems, marine and vehicle wiring standards require the fuse to be within a short distance of the battery positive terminal — typically 7 to 18 inches (180–450 mm), depending on the standard and how the cable is protected. The reason: any length of unfused conductor is a potential fire hazard if it contacts a ground fault before the fuse.

If you run a cable from a battery in one location to equipment in another, the fuse should be within 18 inches of the battery terminal, not at the equipment end. A cable fire from a fault at the midpoint of a long run would be unprotected by a fuse at the load end.

Should You Fuse the Ground (Negative) Conductor?

No. Never fuse the negative/ground return conductor. Here is why: if the ground fuse opens (blows), the equipment chassis becomes isolated from the supply ground. If the supply ground and equipment chassis are referenced to different ground points (common in systems with several ground connections), the equipment chassis can float to a dangerous voltage with respect to other grounded items. Additionally, an open ground creates a fault condition where fault currents cannot return to the supply, potentially energizing the equipment chassis. The positive conductor fuse protects both the supply and the wiring; the negative wire should be sized identically to the positive wire and left unfused.

Common Fuse Types

Fuse Type Form Factor Common Ratings Typical Use
ATC/ATO BladePlug-in blade fuse (standard)1–40 AVehicle wiring, DC power distribution
Mini Blade (ATM)Smaller plug-in blade fuse2–30 ACompact fuse blocks, modern vehicle wiring
Maxi Blade (APX)Larger plug-in blade fuse20–80 AMain supply feeds, amplifier power
AGC/AGX Glass Tube1/4 × 1-1/4 inch cylindrical0.1–30 AEquipment internal fusing, older equipment
ANL InlineLarge bolt-down fuse block50–300 ABattery-to-distribution main fuse
PTC ResettableSmall disc or SMD component0.05–5 APCB fusing, USB power protection

Anderson Powerpole Connectors

The Anderson Powerpole connector is widely used for low-voltage DC power in robotics, battery packs, solar systems, emergency communications and bench supplies. They are genderless, color-coded connectors that mate in any orientation. The 15 A, 30 A and 45 A contacts share the same housing. The common color code is red for positive and black for negative, assembled so that the red housing is on the right when the contact tongue is on top.

Because they are genderless, any two correctly assembled Powerpole connectors mate correctly, which makes it easy to build interchangeable leads for batteries, chargers, supplies and loads. Other common DC connectors include XT30, XT60 and XT90 (popular for batteries in drones and hobby vehicles), Deans-style T connectors, MC4 connectors for solar panels, and barrel jacks for small loads up to a few amperes.

Wire Types for Projects, Vehicles and Solar

The conductor material and insulation type of a wire have significant effects on its suitability for different applications. Most general-purpose wiring uses one of a handful of standard types, but there are specialized types for vehicles, solar systems, high temperatures and RF.

Stranded Copper (Standard)

Stranded copper with PVC insulation is the workhorse of general wiring. It is flexible, affordable, widely available, and adequate for most DC power wiring at temperatures up to 60–80°C. Most power supply leads, accessory cables and control wiring use this type.

Automotive and Marine Wire

Automotive wire (SAE J1128 types such as GPT, GXL and TXL) has thinner, tougher insulation than general-purpose wire and is rated for the oil, fuel and temperatures found in engine bays. Note that automotive wire is often sized by SAE gauge, which has slightly less copper than the same AWG number. Marine wire is tinned copper — every strand is coated with tin — which resists the corrosion that turns plain copper black and brittle in damp, salty conditions. Use tinned wire for boats, outdoor installations and anything exposed to moisture.

Solar (PV) Wire

Wiring between solar panels and the charge controller or inverter must use cable rated for the job: UV-resistant, double-insulated PV wire rated for 600–2,000 V DC and high temperatures, usually fitted with MC4 connectors. Ordinary indoor cable degrades quickly in sunlight. Solar strings can produce several hundred volts DC, which is dangerous and difficult to interrupt, so fusing, disconnects and wiring must follow the electrical code.

Silicone Insulation

Silicone rubber insulation is extremely flexible even at low temperatures, heat-resistant to about 200°C, and mechanically tough. It is the preferred wire for battery packs, hobby vehicles, drones and robotics, where very fine strands and flexibility matter, and for wiring near hot components such as power resistors, heatsinks and transformers. It is more expensive than PVC and its soft insulation is easier to cut, so it needs protection where it passes sharp edges.

PTFE (Teflon) Insulation and Silver-Plated Wire

PTFE (polytetrafluoroethylene) insulation handles temperatures from −200°C to +260°C, has very low dielectric loss, and is unaffected by solvents, flux and cleaning agents. It is used inside equipment where wiring runs near hot components, and for high-frequency connections. Silver-plated copper wire is often combined with PTFE insulation for RF wiring: at radio frequencies, current flows in a thin surface layer because of skin effect, and the silver plating lowers the resistance of that layer slightly. For DC and audio wiring, plain copper is fully adequate.

Ring Terminals and High-Current Connections

For connections to battery terminals, power supply output terminals, and high-current bus bars, ring terminals are the standard. A ring terminal is a metal lug with a circular hole for a bolt on one end and a barrel that accepts the wire on the other.

The critical rule: always crimp ring terminals for high-current connections. Do not rely on solder alone. Here is why: solder wicks into the strands of the wire during the soldering process, stiffening the junction between the terminal and the flexible wire. Under vibration and thermal cycling (both of which are constant in vehicles, boats and portable equipment), this stiffened region acts as a stress riser and can crack at the edge of the solder — leaving a high-resistance joint inside the insulation sleeve that is nearly impossible to detect visually. A properly crimped ring terminal uses mechanical deformation to cold-weld the wire strands to the terminal barrel, creating a gas-tight connection that is mechanically and electrically superior to solder.

Use the correct hex crimp die for the wire gauge — the die must match the terminal's specified wire range. A ratcheting crimp tool that will not release until the crimp is complete ensures a consistent, full-strength crimp every time. If you wish to solder after crimping for additional corrosion protection, that is acceptable, but the crimp must be made first and must be structurally sound before any solder is applied.

⚖ Experiment: Measure Voltage Drop on a Wire Run

This experiment directly measures the voltage drop across a wire run under load and verifies the calculated value using the V = I × R formula. It confirms that wire resistance is real, measurable, and consequential.

You will need:
  • A digital multimeter (DMM)
  • A regulated DC power supply (12 V or 13.8 V)
  • Approximately 10 feet of wire (any gauge — 18 or 20 AWG will show a noticeable drop)
  • A load: a 12 V automotive light bulb (1157 or similar, drawing 2–5 A), a 12 V car radio, or a resistor sized to draw 2–5 A at 12 V
  • A second multimeter or the same meter switched between measurements
  • Two alligator clip leads for connections
  1. Measure the resistance of your wire with your multimeter set to Ω. Touch the leads to each end of the wire. Write down this value (it will be very small — a few milliohms for short wire).
  2. Connect your load (the light bulb or resistor) to the power supply using the test wire as the positive lead. Use a short direct wire for the negative (ground) return so you are measuring drop on the positive conductor only for this test.
  3. Set your multimeter to DC volts. Measure the voltage directly at the power supply output terminals. Note this value — call it V_supply.
  4. Without changing the supply voltage or load, move one probe to the load's positive terminal (after the test wire) and keep the other probe at the supply negative terminal. Note this voltage — call it V_load.
  5. Calculate the voltage drop: V_drop = V_supply − V_load.
  6. Measure the current through the circuit by placing your meter in series (or by using a clamp meter around the positive wire). Record the current I.
  7. Calculate what the drop should be: V_calculated = I × R_wire, where R_wire = resistance per foot × total one-way length (remember, you only tested the positive conductor here, so use one-way length, not round trip).
  8. Repeat the experiment with a longer wire run (20 feet) and compare.
What you should see:

The measured voltage drop V_supply − V_load should match the calculated value V = I × R_wire closely (within the measurement accuracy of your meter). The voltage at the load will be visibly lower than the supply voltage, especially with a thin wire and a high current. Doubling the wire length should approximately double the drop. This confirms that wire resistance is real and that longer, thinner wires cause more voltage drop — exactly as Ohm's Law predicts. If you repeat with a heavier gauge wire of the same length, the drop will be dramatically smaller.

Frequently Asked Questions

What wire should I use for a 20 A, 12 V load 10 feet from the battery?

Check both ampacity and voltage drop. For 20 A, 12 AWG is the minimum by ampacity. For voltage drop, the round trip is 20 feet: with 10 AWG (0.001 Ω/ft) the drop is 20 A × 0.020 Ω = 0.40 V, about 3% of 13.2 V — acceptable. With 12 AWG it would be 0.64 V (about 5%), and with 8 AWG 0.26 V (2%). Use 10 AWG, or 8 AWG if the load is sensitive to voltage or runs for long periods, and fuse the positive wire at the battery for the wire's rating.

My inverter shuts down at high load although the battery is charged. Could the wire be the cause?

Yes — this is one of the most common causes. The inverter measures the voltage at its own terminals, not at the battery. At 80 A, a 2 m round trip of 6 AWG cable drops about 0.21 V, and every crimp or bolted joint adds more; a poor connection can easily drop half a volt or more. Measure the voltage at the battery and at the inverter terminals while it is under load: the difference is the loss in the wiring and connections. Short, heavy cables and clean, tight, properly crimped terminals cure the problem.

Can I solder ring terminals for high-current connections instead of crimping them?

Crimping is the reliable method. Solder wicks up the strands and creates a rigid section that can crack at its edge under vibration and thermal cycling, leaving a high-resistance joint hidden inside the insulation. Use the correct crimp die and a ratcheting tool. If you want extra corrosion protection, solder can be added after a sound crimp, and adhesive-lined heat-shrink sleeving seals the joint against moisture.

How do AWG sizes compare with metric wire sizes?

Metric wire is sized by conductor cross-section in square millimeters. Approximate equivalents are: 22 AWG ≈ 0.33 mm², 18 AWG ≈ 0.82 mm², 16 AWG ≈ 1.3 mm², 14 AWG ≈ 2.1 mm², 12 AWG ≈ 3.3 mm², 10 AWG ≈ 5.3 mm², 8 AWG ≈ 8.4 mm² and 6 AWG ≈ 13.3 mm². Metric cable usually comes in standard sizes such as 1.5, 2.5, 4, 6, 10 and 16 mm², so choose the next size up from the calculated value.

Test Your Knowledge

Answer the questions below to check your understanding of this lesson. Every answer can be found in the lesson above.

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  2. Tap Permissions → Notifications.
  3. Adjust your preference.
Chrome (Desktop)
  1. Click the padlock icon in the address bar.
  2. Select Site settings.
  3. Find Notifications and adjust your preference.