Copper Wire Bond
How Copper Bonding Replaced Gold on the Bond Pad
Wire bonding remains the most common first-level interconnect in semiconductor packaging, and the wire material drives both performance and cost. Gold dominated for decades because it does not oxidize and bonds easily, but a gold bond wire can represent a meaningful fraction of an assembled device's bill of materials. Copper offers nearly identical inductance, lower resistivity, higher thermal conductivity, and a fraction of the metal cost, which is why high-volume logic and power devices migrated to copper in the late 2000s. RF and millimeter-wave parts followed more cautiously because the bonding window is narrower and process excursions are less forgiving on thin aluminium pads.
The bond itself is a solid-state weld. In the ball-bond first stage, an electronic flame-off melts the wire tip into a free-air ball; the capillary then presses that ball onto the die pad while applying ultrasonic energy and heat, deforming it into a flattened nail-head that intermixes with the pad metallization. The second stitch (wedge) bond is made at the lead, after which the wire is clamped and torn. Because copper is harder than gold and work-hardens, the free-air ball must be formed under a forming gas and the bonding force and ultrasonic power raised; otherwise the harder ball craters the silicon beneath the pad rather than welding cleanly to it.
For RF die, the wire also behaves as a circuit element. At low frequency it is a near-ideal short, but above a few gigahertz the loop inductance turns each span into a series reactance that detunes matching networks. The material choice does little to change that reactance because inductance is geometric, but copper's lower series resistance does lower the loss tangent of the interconnect, a real advantage in low-noise and power stages where every tenth of a decibel counts.
Bond Wire Inductance and Fusing Current
L ≈ 0.2 × ℓ × [ ln(2ℓ / r) − 0.75 ] nH (ℓ, r in mm)
Inductive Reactance:
XL = 2πf × L → 1 nH ≈ 63 Ω at 10 GHz, ≈ 377 Ω at 60 GHz
Preece Fusing Current (round wire):
Ifuse = K × d3/2, KCu ≈ 445, KAu ≈ 320 (d in mm, I in A; short-span bond wire)
Where ℓ = wire length, r = wire radius, d = wire diameter, f = frequency. Example: a 25 µm (0.025 mm) wire fuses near 1.8 A in copper versus 1.3 A in gold; a 1 mm span carries ≈ 1 nH.
Copper vs Gold vs Aluminium Bond Wire
| Property | Copper (Cu) | Gold (Au) | Aluminium (Al) | RF Impact |
|---|---|---|---|---|
| Resistivity (µΩ·cm) | 1.68 | 2.21 | 2.65 | Lower = less I²R loss |
| Thermal cond. (W/m·K) | 401 | 318 | 237 | Heat removal from die |
| 1 mil fusing current | ~1.8 A | ~1.3 A | ~1.1 A | Cu carries ~40% more |
| Hardness / bondability | Hard, oxidizes | Soft, inert | Soft, oxidizes | Cu needs forming gas |
| Relative wire cost | ~0.02x | 1x (baseline) | ~0.01x | Cu cuts BOM cost |
| Skin depth at 10 GHz | 0.66 µm | 0.79 µm | 0.82 µm | Cu = thinner skin |
Frequently Asked Questions
How does copper wire bonding compare to gold for RF current handling?
Copper's bulk resistivity is 1.68 µΩ·cm versus 2.21 for gold (about 24% lower) and its thermal conductivity is 401 W/m·K versus 318. A 25 µm (1 mil) copper wire fuses near 1.8 A versus about 1.3 A for gold, roughly 40% more current. At RF the skin effect still rules, but copper's thinner skin depth (0.66 µm at 10 GHz vs 0.79 for gold) means lower series loss. The cost is harder bonding: more ultrasonic energy and a forming-gas shroud.
Why do copper wire bonds require a forming-gas atmosphere?
Molten copper at the free-air-ball stage oxidizes instantly in air, leaving a brittle non-bondable skin. A 95% N2 / 5% H2 forming gas shrouds the electronic flame-off; the hydrogen reduces copper oxide back to metal, giving a clean spherical ball with controlled hardness. Without it the ball is irregular and craters the aluminium pad. Palladium-coated copper (PCC) wire adds a Pd shell that further resists oxidation and now dominates high-volume copper bonding.
What bond wire inductance results from a copper span at millimeter-wave frequencies?
Inductance is geometric, so a copper wire matches a gold wire of equal length and diameter at about 1 nH per millimetre for 25 µm wire. A 1 mm span is roughly 1 nH, which is 63 Ω of reactance at 10 GHz and 377 Ω at 60 GHz, a real discontinuity in a 50 Ω line. Designers keep spans under 250 µm, use parallel or ribbon bonds, and absorb the bond into the matching network. Copper helps with ohmic loss, not with inductance.