2026-07-21
A strain gauge is a serpentine foil pattern bonded to a surface. When the surface stretches or compresses, the foil deforms with it, changing its resistance by a tiny fraction. The gauge factor (GF) relates this: ΔR/R = GF × ε, where ε is strain (dimensionless, often in µε — microstrain). Typical metal foil gauges have GF ≈ 2.0, and typical strains in loaded structures are 100–1000 µε. That means resistance changes of just 0.02%–0.2%. You cannot measure this directly with an ohmmeter — you need a bridge.
Bridge configurations:
The output math: For a full bridge with excitation Vex and all four gauges seeing strain magnitude ε, the differential output is:
Vout = Vex × GF × ε
Example: A 350 Ω full-bridge load cell with 5 V excitation measuring 500 µε produces Vout = 5 × 2.0 × 500×10⁻⁶ = 5 mV. That's a full-scale signal on the order of millivolts — right in the noise floor of most ADCs without amplification.
The signal chain:
Practical gotchas: Self-heating from excitation current changes the gauge resistance directly — keep excitation power under about 2–5 mW per gauge for stable measurements. Shield the leads and route them as twisted pairs. If your gauges are more than a meter away, use 6-wire Kelvin connection so the ADC senses the excitation voltage right at the bridge, not at the amplifier board — otherwise lead resistance drift shows up as gain drift.
Rule of thumb: Expect 1–3 mV/V full-scale output from commercial load cells. To get 1 count of noise per gram on a 10 kg scale, you need roughly 24-bit resolution — which is why HX711-class chips exist.
