
Aluminum has the fourth-lowest resistivity of all metals, behind silver, copper, and gold. Resistivity is a measure of how strongly a material resists electric current. The higher the resistivity, the more difficult it is for electric current to flow through the material. Resistivity is measured in ohm-meters (Ω·m) and the resistivity of aluminum varies from 2.65 to 2.82 x 10^-8 Ω·m. The resistance of aluminum can be measured using analog or digital multimeters. The resistance of a material is calculated using the formula p = RA/l, where p is the resistivity, R is the resistance, A is the area, and l is the length.
| Characteristics | Values |
|---|---|
| Resistivity | 2.65 to 2.82 × 10−8 Ω·m |
| Resistivity symbol | ρ (rho) |
| Resistivity unit | ohm-metre (Ω⋅m) |
| Conductivity symbol | σ (sigma) |
| Conductivity unit | siemens per meter (S/m) |
| Resistance formula | Pouillet's Law |
| Resistance measurement tools | Analog or digital multimeters |
| Multimeter mode | Resistance or ohms |
| Multimeter display | OLΩ or MΩ |
| Multimeter range | Autorange or manual |
| Multimeter test lead colour | Black |
| Multimeter test lead jack | COM |
| Low-resistance measurement mode | REL, zero or Delta (Δ) |
| Resistivity value of pure aluminium | 28 nΩ·m |
| Resistivity value of 3003-H18 alloy | 43 nΩ·m |
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What You'll Learn

Using a digital multimeter
To measure the electrical resistance of aluminium using a digital multimeter, follow these steps:
Firstly, ensure that the component you are testing is isolated from the circuit. Either remove the component from the circuit or isolate it with an open switch. This is important because the surrounding components on a circuit board can affect the resistance reading. It is also crucial to turn off the power to the circuit before testing.
Next, set up your digital multimeter. Plug the black test lead into the common input jack, and the red or yellow lead into the resistance input jack. Now, turn the dial on the multimeter to the resistance, or ohms, setting. This is usually indicated by the omega symbol (Ω). If your resistor is labelled with a number, set the multimeter to that value.
Now you can take a reading. Touch the probe tips to the component or portion of the circuit for which you want to determine the resistance. Observe the readout window to obtain the Ω reading. Compare the results to the manufacturer's Ω specifications. If the readings match, then resistance is not an issue. If the component is a load, there should be resistance that matches the manufacturer's specifications. If the reading is infinite (I) or overloaded (OL), then the component is open. If the reading is zero, then the component is closed.
There are a few other things to keep in mind when using a digital multimeter. Firstly, the human body can affect resistance readings, so avoid touching the metal parts of the test leads to avoid errors. Secondly, temperature can affect the reading, so it is important to be aware of the surrounding conditions. Finally, measuring the resistance of a device while it is physically installed in a circuit can be tricky, so it is generally best to remove the component from the circuit if possible.
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Accounting for aluminium's low resistivity
Aluminium has a low resistivity, which is an intrinsic property of the material. Resistivity, denoted by ρ, is measured in "ohm meter" or Ω × m. The resistivity of a material determines how strongly it opposes the flow of an electric current. The higher the resistivity, the more difficult it is for the current to flow through a wire.
Aluminium's low resistivity makes it an ideal material for electrical cables and wires. Its resistivity varies from 2.65 to 2.82 × 10−8 Ω·m, and for pure aluminium, the resistivity value ρ is 28 nΩ·m. When alloyed with other metals, aluminium can become even stronger and more suitable for electrical applications. For example, the 3003-H18 alloy used in low-temperature aluminium circuit boards has a resistivity of 43 nΩ·m.
The low resistivity of aluminium is advantageous in several ways. Firstly, it is lightweight, making it easy to transport. Secondly, it is non-magnetic, allowing it to function even during thunderstorms or other magnetic disturbances. Additionally, aluminium's strength and low resistivity make it the preferred choice for high-power, long-distance electrical cables.
When measuring the electrical resistance of aluminium, it is important to consider the challenges associated with its surface aluminium oxide layer. This layer can interfere with obtaining accurate and repeatable measurements. To overcome this issue, specialised techniques and equipment, such as digital multimeters, may be required. These tools can measure resistance, current, voltage, and other parameters to determine the condition of a circuit or component. By following manufacturer instructions and selecting the appropriate settings, accurate measurements of aluminium's electrical resistance can be achieved.
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Measuring surface resistivity
Measuring the surface resistivity of aluminium requires special techniques due to the tenacious surface aluminium oxide layer, which can make it difficult to get an accurate and repeatable measurement.
One method to measure the surface resistivity of aluminium is to use optical interferometry techniques. This method was used for the first time to measure the surface resistivity of anodised aluminium samples in an aqueous solution, without any physical contact. The anodisation process (oxidation) of the aluminium samples is carried out in different sulphuric acid solutions (1.0-2.5% H2SO4), using the technique of electrochemical impedance spectroscopy (EIS) at room temperature. At the same time, real-time holographic interferometry is carried out to measure the thickness of the anodised (oxide) film on the aluminium samples during the anodisation process. Then, the alternating current (AC) impedance (resistance) of the anodised aluminium samples is determined using EIS in different sulphuric acid solutions at room temperature. A mathematical model is then derived to correlate the AC impedance (resistance) with the surface (orthogonal) displacement of the samples in the solutions. This allows for the calculation of the surface resistivity (ρ) and surface conductivity (σ) of the aluminium samples.
Another method for measuring the surface resistivity of aluminium is to use a digital multimeter. This tool can be used to measure resistance, current, voltage, and more. To measure resistance, the multimeter is set to resistance mode, or ohms, and the test leads are connected to the component being measured. The best results are achieved if the component is removed from the circuit before taking measurements. The digital multimeter will automatically use the Autorange mode to adjust to the best range, and the Range button can also be pressed to manually set the range. The multimeter will then display the resistance measurement, which is the total resistance through all possible paths between the test lead probes.
It is important to note that there are some factors that can affect resistance readings, such as foreign substances (dirt, solder flux, oil), body contact with the metal ends of the test leads, or parallel circuit paths. Therefore, it is recommended to avoid touching the metal parts of the test leads to avoid errors.
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Calculating electrical conductivity
Electrical conductivity is a measure of how easily a material can conduct electricity. It is the inverse of electrical resistivity, which is an intrinsic property of a material. Resistivity describes how strongly a material opposes the flow of an electric current, and is measured in "ohm meter" (Ω × m). The higher the resistivity, the more difficult it is for the current to flow through a wire.
Conductivity, on the other hand, is measured in "siemens per meter" (S / m). The higher the conductivity, the more smoothly electrical current can flow through a wire.
The formula for calculating conductivity is: σ = 1 / ρ, where σ is conductivity and ρ is resistivity.
For example, the electrical conductivity of copper is σ ≈ 5.95 × 10^7 S / m, and the electrical resistivity of copper is ρ ≈ 1.68 × 10^(-8) Ω × m.
The resistivity of a material can be affected by temperature. For instance, at very low temperatures, some materials exhibit superconductivity, where electrical resistance drops to zero.
The conductivity of liquids, such as water, is influenced by the concentration of ions in the solution. The more ions present, the higher the conductivity. Additionally, the temperature of the solution also affects conductivity.
In the case of aluminium, the resistivity value ρ must be considered when calculating conductivity. Pure aluminium has a resistivity of 28 nΩ·m, while the 3003-H18 alloy used in low-temperature circuit boards has a resistivity of 43 nΩ·m.
It is important to note that the length and cross-sectional area of a material also impact conductivity. Longer materials have higher resistance because electrons must pass through more of the material. Similarly, a larger cross-sectional area results in higher conductance as there is more space for electrons to pass through without significant collision or friction.
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Comparing to other metals
When comparing the electrical resistance of aluminum to other metals, it is important to understand the underlying factors that influence resistance. Resistance, represented by the symbol Ω, describes how strongly a material opposes the flow of electric current. The intrinsic property of a material that determines its resistance is resistivity, represented by the Greek letter rho (ρ). Resistivity is measured in "ohm meters" (Ω x m), and it is the opposite of conductivity, which is measured in "Siemens per meter" (S/m). The higher the resistivity, the more difficult it is for electric current to flow through the material.
Aluminum has a relatively low resistivity compared to other metals. The resistivity value ρ of pure aluminum is approximately 28 nΩ·m, while the 3003-H18 alloy used in low-temperature aluminum circuit boards has a higher resistivity of 43 nΩ·m. This makes aluminum a good conductor of electricity, similar to copper, which is commonly used in electrical wiring and has a resistivity of 1.68 x 10^(-8) Ω x m.
Other metals with low resistivity include silver and gold. Silver is the most electrically conductive element, followed by copper and then gold. However, in electrical applications, copper is often preferred due to its affordability, and gold is chosen for its superior corrosion resistance. The conductivity and resistivity of these metals can be affected by factors such as temperature, with decreasing temperatures generally leading to lower resistivity in normal conductors like copper and silver.
Additionally, the crystal lattice structure and purity of a metal influence its resistance. In simpler models, the interference of electron waves travelling through the lattice contributes to resistance. Higher temperatures cause larger vibrations, creating irregularities in the lattice and increasing resistance. Impurities and other defects in the metal can also impact its resistivity, as seen in normal conductors near absolute zero, where some resistance remains due to these factors.
In summary, aluminum's electrical resistance compares favourably to other metals due to its relatively low resistivity. This property, along with its other characteristics, makes it a suitable material for electrical wiring and circuit boards, similar to copper and other low-resistivity metals.
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Frequently asked questions
Electrical resistance is the opposition of a specific object to electric current. The higher the resistance, the lower the current flow.
Electrical resistance is measured using analog or digital multimeters. These tools also measure current, voltage, and more. The display should show OLΩ because, in Resistance mode, a digital multimeter automatically begins taking a resistance measurement.
Electrical resistivity is a fundamental property of a material that measures its electrical resistance or how strongly it resists electric current. Resistivity is commonly represented by the Greek letter ρ (rho). The SI unit of electrical resistivity is the ohm-metre (Ω⋅m).
Aluminum has the fourth lowest resistivity of all metals, behind silver, copper, and gold. The resistivity of pure aluminum is 28 nΩ·m, while the 3003-H18 alloy used in low-temperature aluminum circuit boards is 43 nΩ·m.
The electrical resistance of aluminum can be calculated using the formula R = ρ*L/A, where R is the resistance, ρ is the resistivity, L is the length, and A is the cross-sectional area.



















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